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Explanation of how to use R Notebooks: https://bookdown.org/yihui/rmarkdown/notebook.html Explanation of how to use Quanteda Package: http://inhaltsanalyse-mit-r.de/grundlagen.html Quick Start Guide Quanteda: https://quanteda.io/articles/quickstart.html Explanation Webscraping Trafilatura: https://trafilatura.readthedocs.io/en/latest/tutorial0.html

Prerequisites

To open and use this file you need to install the following: - R, RStudio

#install.packages("quanteda")
#install.packages("readtext")
#install.packages("wordcloud")
#install.packages("RColorBrewer")
#install.packages("wordcloud2")
#install.packages("tidyverse")
#install.packages("tm")
#install.packages("quanteda.textmodels")
#install.packages("quanteda.textstats")
#install.packages("quanteda.textplots")

Webscraping with Trafilatura

```bash
# run link discovery through website and store the resulting links in a file
$ trafilatura --sitemap \https://www.klimareporter.de\ --list > klimareporterlinks.txt

# to process list of links and get texts
$ trafilatura -i klimareporterlinks.txt -o klimareporter_texts

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### Insert Webscraping with Python here!

Quanteda:  
We first need to load the libraries we require for this project

### Loading Libraries

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<!-- rnb-source-begin eyJkYXRhIjoiYGBgclxuIyBsb2FkIGxpYnJhcmllc1xuXG5saWJyYXJ5KHF1YW50ZWRhKVxubGlicmFyeShyZWFkdGV4dClcbmxpYnJhcnkod29yZGNsb3VkKVxubGlicmFyeShSQ29sb3JCcmV3ZXIpXG5saWJyYXJ5KHdvcmRjbG91ZDIpXG5saWJyYXJ5KHRpZHl2ZXJzZSlcbmxpYnJhcnkodG0pXG5saWJyYXJ5KFwicXVhbnRlZGEudGV4dHBsb3RzXCIpXG5saWJyYXJ5KFwicXVhbnRlZGEudGV4dHN0YXRzXCIpXG5gYGAifQ== -->

```r
# load libraries

library(quanteda)
library(readtext)
library(wordcloud)
library(RColorBrewer)
library(wordcloud2)
library(tidyverse)
library(tm)
library("quanteda.textplots")
library("quanteda.textstats")

To open the website text file we downloaded previously via trafilatura, we need to run the following code:

# you can get current directory for importing the textfiles by setting current directory and open relative path from there with
#texts <- readtext("path/*")

#setwd("/Users/anna/Documents/textmining/textmining_climate")

# Climate Activists
fff_texts <- readtext("text_files/pro/fff_texts/*")
fff_de_texts <- readtext("text_files/pro/fff_de_texts/*")
ikem_texts <- readtext("text_files/pro/ikem_texts/*")
klimarep_texts <- readtext("text_files/pro/klimareporter_texts/*")
klimafakten_texts <- readtext("text_files/pro/klimafakten_texts/*")

# Climate Change Deniers
eike_texts <- readtext("text_files/contra/eike_subset/*")
```r
DATA_DIR <- system.file(\extdata/\, package = \readtext\)
fff_texts <- readtext(paste0(DATA_DIR, \/txt/fff_texts/*\))
eike_texts <- readtext(paste0(DATA_DIR, \/txt/eike_subset/*\))

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<!-- rnb-text-begin -->

### Building a Corpus

Next step is to build a corpus from the readtext object and have a look at it

<!-- rnb-text-end -->


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<!-- rnb-source-begin eyJkYXRhIjoiYGBgclxuYGBgclxuZmZmX2NvcnB1cyA8LSBjb3JwdXMoZmZmX3RleHRzKVxuc3VtbWFyeShmZmZfY29ycHVzLCA1KVxuYGBgXG5gYGAifQ== -->

```r
```r
fff_corpus <- corpus(fff_texts)
summary(fff_corpus, 5)

<!-- rnb-source-end -->

<!-- rnb-output-begin eyJkYXRhIjoiQ29ycHVzIGNvbnNpc3Rpbmcgb2YgNjAgZG9jdW1lbnRzLCBzaG93aW5nIDUgZG9jdW1lbnRzOlxuXG4gICAgICAgICBUZXh0IFR5cGVzIFRva2VucyBTZW50ZW5jZXNcbiAxamhwR2c5eS50eHQgIDExMTggICA1NzI4ICAgICAgICAzMFxuIDNkelRSdzVwLnR4dCAgIDEzMSAgICAyMzggICAgICAgIDEyXG4gM2dOVk00YzUudHh0ICAgMTEyICAgIDIxNCAgICAgICAgIDlcbiA1WmRRN1BNYi50eHQgICA1MTUgICAxMzA3ICAgICAgICA2MFxuIDdQazJWTGRuLnR4dCAgICAxMiAgICAgMTIgICAgICAgICAyXG4ifQ== -->

Corpus consisting of 60 documents, showing 5 documents:

     Text Types Tokens Sentences

1jhpGg9y.txt 1118 5728 30 3dzTRw5p.txt 131 238 12 3gNVM4c5.txt 112 214 9 5ZdQ7PMb.txt 515 1307 60 7Pk2VLdn.txt 12 12 2




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<!-- rnb-source-begin eyJkYXRhIjoiYGBgclxuYGBgclxuZWlrZV9jb3JwdXMgPC0gY29ycHVzKGVpa2VfdGV4dHMpXG5zdW1tYXJ5KGVpa2VfY29ycHVzLCA1KVxuYGBgXG5gYGAifQ== -->

```r
```r
eike_corpus <- corpus(eike_texts)
summary(eike_corpus, 5)

<!-- rnb-source-end -->

<!-- rnb-output-begin eyJkYXRhIjoiQ29ycHVzIGNvbnNpc3Rpbmcgb2YgMzAwMCBkb2N1bWVudHMsIHNob3dpbmcgNSBkb2N1bWVudHM6XG5cbiAgICAgICAgIFRleHQgVHlwZXMgVG9rZW5zIFNlbnRlbmNlc1xuIDAwSW1tRDAxLnR4dCAgMTgxOSAgIDU3NzUgICAgICAgMjA4XG4gMDNDUGlPbEwudHh0ICAgMTgwICAgIDMxMyAgICAgICAgMTNcbiAwNHBiVnZ1Ri50eHQgICA5MDMgICAyMTk2ICAgICAgIDEwNlxuIDBCcDFnZkZILnR4dCAgICA3OSAgICAxMDcgICAgICAgICA3XG4gMGZXdjZtdzQudHh0ICAgIDM4ICAgICA0NCAgICAgICAgIDJcbiJ9 -->

Corpus consisting of 3000 documents, showing 5 documents:

     Text Types Tokens Sentences

00ImmD01.txt 1819 5775 208 03CPiOlL.txt 180 313 13 04pbVvuF.txt 903 2196 106 0Bp1gfFH.txt 79 107 7 0fWv6mw4.txt 38 44 2




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<!-- rnb-source-begin eyJkYXRhIjoiYGBgclxuYGBgclxua2xpbWFyZXBfY29ycHVzIDwtIGNvcnB1cyhrbGltYXJlcF90ZXh0cylcbnN1bW1hcnkoa2xpbWFyZXBfY29ycHVzLCA1KVxuYGBgXG5gYGAifQ== -->

```r
```r
klimarep_corpus <- corpus(klimarep_texts)
summary(klimarep_corpus, 5)

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<!-- rnb-output-begin eyJkYXRhIjoiQ29ycHVzIGNvbnNpc3Rpbmcgb2YgODMgZG9jdW1lbnRzLCBzaG93aW5nIDUgZG9jdW1lbnRzOlxuXG4gICAgIFRleHQgVHlwZXMgVG9rZW5zIFNlbnRlbmNlc1xuICBrcjEudHh0ICAgIDg2ICAgIDExMyAgICAgICAgIDVcbiBrcjEwLnR4dCAgIDg1NCAgIDIxOTcgICAgICAgMTE1XG4ga3IxMS50eHQgICA0NjIgICAgOTgzICAgICAgICA0M1xuIGtyMTIudHh0ICAgNDMyICAgIDgzMCAgICAgICAgNDZcbiBrcjEzLnR4dCAgIDM5NSAgICA2NTQgICAgICAgIDI5XG4ifQ== -->

Corpus consisting of 83 documents, showing 5 documents:

 Text Types Tokens Sentences

kr1.txt 86 113 5 kr10.txt 854 2197 115 kr11.txt 462 983 43 kr12.txt 432 830 46 kr13.txt 395 654 29




<!-- rnb-output-end -->

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<!-- rnb-text-begin -->



To extract texts from a corpus, we simply coerce this to a plain character type, using as.character().


<!-- rnb-text-end -->


<!-- rnb-chunk-begin -->


<!-- rnb-source-begin eyJkYXRhIjoiYGBgclxuYGBgclxuYXMuY2hhcmFjdGVyKGZmZl9jb3JwdXMpWzJdXG5gYGBcbmBgYCJ9 -->

```r
```r
as.character(fff_corpus)[2]

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<!-- rnb-output-begin eyJkYXRhIjoiICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgM2R6VFJ3NXAudHh0IFxuXFxTb3VyY2VcXG5TaGFyZSBvdXIgY2FtcGFpZ24hXFxuWW91IGhhdmUgY29tZSB0byB0aGUgU291cmNlOiBoZXJlIHlvdSB3aWxsIGZpbmQgYWxsIHRoZSBzb3VyY2UgZmlsZXMgZm9yIHlvdSB0byBwb3N0IG5hdGl2ZWx5IG9yIGxvY2FsaXplIHRoZW0uIFRoZSByZWFkeSB0byBzaGFyZSBwaXhcbiJ9 -->
                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                3dzTRw5p.txt 

our campaign!have come to the Source: here you will find all the source files for you to post natively or localize them. The ready to share pix




<!-- rnb-output-end -->

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<!-- rnb-text-begin -->

To add information to the corpus summary, use the following command: 

<!-- rnb-text-end -->


<!-- rnb-chunk-begin -->


<!-- rnb-source-begin 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 -->

```r
```r
if (requireNamespace(\tm\, quietly = TRUE)) {
    data(crude, package = \tm\)    # load in a tm example VCorpus
    vcorp <- corpus(crude)
    summary(vcorp)

    data(acq, package = \tm\)
    summary(corpus(acq), 5)

    vcorp2 <- tm::VCorpus(tm::VectorSource(fff_corpus))
    fff_corpus <- corpus(vcorp2)
    summary(fff_corpus, 5)
}

<!-- rnb-source-end -->

<!-- rnb-output-begin 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 -->

Corpus consisting of 60 documents, showing 5 documents:

     Text Types Tokens Sentences author       datetimestamp description heading id language

1jhpGg9y.txt 1118 5728 30 NA 2021-07-21 10:14:36 NA NA 1 en 3dzTRw5p.txt 131 238 12 NA 2021-07-21 10:14:36 NA NA 2 en 3gNVM4c5.txt 112 214 9 NA 2021-07-21 10:14:36 NA NA 3 en 5ZdQ7PMb.txt 515 1307 60 NA 2021-07-21 10:14:36 NA NA 4 en 7Pk2VLdn.txt 12 12 2 NA 2021-07-21 10:14:36 NA NA 5 en origin NA NA NA NA NA




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<!-- rnb-source-begin eyJkYXRhIjoiYGBgclxuYGBgclxuZG9jdmFycyhmZmZfY29ycHVzLCBcXG9yaWdpblxcKSA8LSBcXEZGRlxcXG5kb2N2YXJzKGZmZl9jb3JwdXMsIFxcbGFuZ3VhZ2VcXCkgPC0gXFxlblxcXG5zdW1tYXJ5KGZmZl9jb3JwdXMsIDUpXG5gYGBcbmBgYCJ9 -->

```r
```r
docvars(fff_corpus, \origin\) <- \FFF\
docvars(fff_corpus, \language\) <- \en\
summary(fff_corpus, 5)

<!-- rnb-source-end -->

<!-- rnb-output-begin eyJkYXRhIjoiQ29ycHVzIGNvbnNpc3Rpbmcgb2YgNjAgZG9jdW1lbnRzLCBzaG93aW5nIDUgZG9jdW1lbnRzOlxuXG4gICAgICAgICBUZXh0IFR5cGVzIFRva2VucyBTZW50ZW5jZXMgb3JpZ2luIGxhbmd1YWdlXG4gMWpocEdnOXkudHh0ICAxMTE4ICAgNTcyOCAgICAgICAgMzAgICAgRkZGICAgICAgIGVuXG4gM2R6VFJ3NXAudHh0ICAgMTMxICAgIDIzOCAgICAgICAgMTIgICAgRkZGICAgICAgIGVuXG4gM2dOVk00YzUudHh0ICAgMTEyICAgIDIxNCAgICAgICAgIDkgICAgRkZGICAgICAgIGVuXG4gNVpkUTdQTWIudHh0ICAgNTE1ICAgMTMwNyAgICAgICAgNjAgICAgRkZGICAgICAgIGVuXG4gN1BrMlZMZG4udHh0ICAgIDEyICAgICAxMiAgICAgICAgIDIgICAgRkZGICAgICAgIGVuXG4ifQ== -->

Corpus consisting of 60 documents, showing 5 documents:

     Text Types Tokens Sentences origin language

1jhpGg9y.txt 1118 5728 30 FFF en 3dzTRw5p.txt 131 238 12 FFF en 3gNVM4c5.txt 112 214 9 FFF en 5ZdQ7PMb.txt 515 1307 60 FFF en 7Pk2VLdn.txt 12 12 2 FFF en




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```r
```r
docvars(eike_corpus, \origin\) <- \EIKE\
docvars(eike_corpus, \language\) <- \de\
summary(eike_corpus, 5)

<!-- rnb-source-end -->

<!-- rnb-output-begin 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 -->

Corpus consisting of 3000 documents, showing 5 documents:

     Text Types Tokens Sentences origin language

00ImmD01.txt 1819 5775 208 EIKE de 03CPiOlL.txt 180 313 13 EIKE de 04pbVvuF.txt 903 2196 106 EIKE de 0Bp1gfFH.txt 79 107 7 EIKE de 0fWv6mw4.txt 38 44 2 EIKE de




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```r
```r
docvars(klimarep_corpus, \origin\) <- \Klimareporter\
docvars(klimarep_corpus, \language\) <- \de\
summary(klimarep_corpus, 5)

<!-- rnb-source-end -->

<!-- rnb-output-begin 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 -->

Corpus consisting of 83 documents, showing 5 documents:

 Text Types Tokens Sentences        origin language

kr1.txt 86 113 5 Klimareporter de kr10.txt 854 2197 115 Klimareporter de kr11.txt 462 983 43 Klimareporter de kr12.txt 432 830 46 Klimareporter de kr13.txt 395 654 29 Klimareporter de




<!-- rnb-output-end -->

<!-- rnb-chunk-end -->


<!-- rnb-text-begin -->

### Exploring the Corpus 
To explore the corpus you can use the `kwic` function (keyword-in-context) which performs a search for a word an allows us to view the contexts in which it occurs


<!-- rnb-text-end -->


<!-- rnb-chunk-begin -->


<!-- rnb-source-begin eyJkYXRhIjoiYGBgclxuYGBgclxuZmZmX2t3aWMgPC0ga3dpYyhmZmZfY29ycHVzLCBcXGNsaW1hdGVcXClcbmBgYFxuYGBgIn0= -->

```r
```r
fff_kwic <- kwic(fff_corpus, \climate\)

<!-- rnb-source-end -->

<!-- rnb-output-begin eyJkYXRhIjoiV2FybnVuZzogJ2t3aWMuY29ycHVzKCknIGlzIGRlcHJlY2F0ZWQuIFVzZSAndG9rZW5zKCknIGZpcnN0LlxuIn0= -->

Warnung: ‘kwic.corpus()’ is deprecated. Use ‘tokens()’ first.




<!-- rnb-output-end -->

<!-- rnb-source-begin eyJkYXRhIjoiYGBgclxuYGBgclxuZmZmX2t3aWNcbmBgYFxuYGBgIn0= -->

```r
```r
fff_kwic

<!-- rnb-source-end -->

<!-- rnb-output-begin eyJkYXRhIjoiS2V5d29yZC1pbi1jb250ZXh0IHdpdGggMzcxIG1hdGNoZXMuXG4ifQ== -->

Keyword-in-context with 371 matches.




<!-- rnb-output-end -->

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Part of what"},{"1":"[JnYKUJwj.txt, 817]","2":"science is crystal clear -","3":"|","4":"climate","5":"|","6":"change is exacerbating natural disasters"},{"1":"[JnYKUJwj.txt, 846]","2":"said João Duccini, a","3":"|","4":"climate","5":"|","6":"activist from Brazil.\""},{"1":"[JnYKUJwj.txt, 853]","2":"from Brazil.\" The","3":"|","4":"climate","5":"|","6":"crisis is not a far-off"},{"1":"[JnYKUJwj.txt, 934]","2":"of the Intergovernmental Panel on","3":"|","4":"Climate","5":"|","6":"Change ( IPCC ) was"},{"1":"[JnYKUJwj.txt, 1024]","2":"two years now, youth","3":"|","4":"climate","5":"|","6":"activists from around the world"},{"1":"[JnYKUJwj.txt, 1040]","2":"to the streets to demand","3":"|","4":"climate","5":"|","6":"justice. Now, with"},{"1":"[JnYKUJwj.txt, 1078]","2":"the same goal of immediate","3":"|","4":"climate","5":"|","6":"action.\" If we"},{"1":"[kcZG5NdV.txt, 13]","2":"the many impressive and engaged","3":"|","4":"climate","5":"|","6":"strikers, select a country"},{"1":"[kcZG5NdV.txt, 55]","2":"you are looking for several","3":"|","4":"climate","5":"|","6":"activists, please consider including"},{"1":"[kcZG5NdV.txt, 69]","2":"the world. There are","3":"|","4":"climate","5":"|","6":"activists on all continents and"},{"1":"[kcZG5NdV.txt, 110]","2":"to help you contact local","3":"|","4":"climate","5":"|","6":"activists. Country contact information"},{"1":"[kcZG5NdV.txt, 127]","2":"Fridays For FutureSchool Strike 4","3":"|","4":"Climate","5":"|","6":"Austria Azerbaijan Bangladesh Belgium Bermuda"},{"1":"[kcZG5NdV.txt, 305]","2":"below before emailing: Finding","3":"|","4":"climate","5":"|","6":"strikes Close to you -"},{"1":"[kcZG5NdV.txt, 511]","2":"please also consider inviting another","3":"|","4":"climate","5":"|","6":"activist. There are engaged"},{"1":"[kcZG5NdV.txt, 519]","2":"There are engaged and committed","3":"|","4":"climate","5":"|","6":"strikers in almost every country"},{"1":"[kcZG5NdV.txt, 538]","2":"for contact details. Interviewing","3":"|","4":"climate","5":"|","6":"activists/ inviting a speaker"},{"1":"[kcZG5NdV.txt, 551]","2":"are many impressive and engaged","3":"|","4":"climate","5":"|","6":"strikers. - The fastest"},{"1":"[kcZG5NdV.txt, 604]","2":"you are looking for several","3":"|","4":"climate","5":"|","6":"activists, please consider including"},{"1":"[kcZG5NdV.txt, 618]","2":"the world. There are","3":"|","4":"climate","5":"|","6":"activists on all continents and"},{"1":"[kcZG5NdV.txt, 743]","2":"registered. Solution to the","3":"|","4":"climate","5":"|","6":"crisis We profoundly appreciate all"},{"1":"[kcZG5NdV.txt, 755]","2":"to find solutions to the","3":"|","4":"climate","5":"|","6":"crisis. Fridays for Future"},{"1":"[kIvKliMV.txt, 8]","2":"yet again protested to demand","3":"|","4":"Climate","5":"|","6":"Justice. On March 19"},{"1":"[kIvKliMV.txt, 81]","2":"is running out. The","3":"|","4":"climate","5":"|","6":"crisis is already here and"},{"1":"[kIvKliMV.txt, 106]","2":"scenarios, annual, short-term","3":"|","4":"climate","5":"|","6":"binding targets that factor in"},{"1":"[kIvKliMV.txt, 244]","2":", we must treat the","3":"|","4":"climate","5":"|","6":"and ecological emergency like an"},{"1":"[kIvKliMV.txt, 442]","2":"emissions technologies. - Design","3":"|","4":"climate","5":"|","6":"policies that consider the welfare"},{"1":"[kIvKliMV.txt, 475]","2":"they work to address the","3":"|","4":"climate","5":"|","6":"emergency. Justice for environmental"},{"1":"[kIvKliMV.txt, 521]","2":"that limit citizen participation in","3":"|","4":"climate","5":"|","6":"decision-making. Governments should recognize"},{"1":"[kIvKliMV.txt, 540]","2":"in the resolution of the","3":"|","4":"climate","5":"|","6":"crisis, and should be"},{"1":"[kIvKliMV.txt, 670]","2":"No more empty promises'","3":"|","4":"Climate","5":"|","6":"strikers announce date for next"},{"1":"[kIvKliMV.txt, 677]","2":"announce date for next global","3":"|","4":"climate","5":"|","6":"strike [ 13 Jan 2021"},{"1":"[kIvKliMV.txt, 709]","2":"entering the new year,","3":"|","4":"climate","5":"|","6":"activists are gearing up for"},{"1":"[kIvKliMV.txt, 718]","2":"up for the next Global","3":"|","4":"Climate","5":"|","6":"Strike on March 19th to"},{"1":"[kIvKliMV.txt, 740]","2":"in response to the ongoing","3":"|","4":"climate","5":"|","6":"crisis. Part of what"},{"1":"[kIvKliMV.txt, 817]","2":"science is crystal clear -","3":"|","4":"climate","5":"|","6":"change is exacerbating natural disasters"},{"1":"[kIvKliMV.txt, 846]","2":"said João Duccini, a","3":"|","4":"climate","5":"|","6":"activist from Brazil.\""},{"1":"[kIvKliMV.txt, 853]","2":"from Brazil.\" The","3":"|","4":"climate","5":"|","6":"crisis is not a far-off"},{"1":"[kIvKliMV.txt, 934]","2":"of the Intergovernmental Panel on","3":"|","4":"Climate","5":"|","6":"Change ( IPCC ) was"},{"1":"[kIvKliMV.txt, 1024]","2":"two years now, youth","3":"|","4":"climate","5":"|","6":"activists from around the world"},{"1":"[kIvKliMV.txt, 1040]","2":"to the streets to demand","3":"|","4":"climate","5":"|","6":"justice. Now, with"},{"1":"[kIvKliMV.txt, 1078]","2":"the same goal of immediate","3":"|","4":"climate","5":"|","6":"action.\" If we"},{"1":"[Lt8GtqBq.txt, 41]","2":"skip school every Friday to","3":"|","4":"climate","5":"|","6":"strike and allow them to"},{"1":"[MqMtwjta.txt, 56]","2":"from the frontlines of the","3":"|","4":"climate","5":"|","6":"crisis, and experts in"},{"1":"[MqMtwjta.txt, 166]","2":"to ask any question about","3":"|","4":"climate","5":"|","6":"activism. No matter what"},{"1":"[MqMtwjta.txt, 312]","2":", Joao Duccini, Pacific","3":"|","4":"Climate","5":"|","6":"Warriors, and CANVAS:"},{"1":"[NQNrgrWT.txt, 8]","2":"yet again protested to demand","3":"|","4":"Climate","5":"|","6":"Justice. On March 19"},{"1":"[NQNrgrWT.txt, 81]","2":"is running out. The","3":"|","4":"climate","5":"|","6":"crisis is already here and"},{"1":"[NQNrgrWT.txt, 106]","2":"scenarios, annual, short-term","3":"|","4":"climate","5":"|","6":"binding targets that factor in"},{"1":"[NQNrgrWT.txt, 244]","2":", we must treat the","3":"|","4":"climate","5":"|","6":"and ecological emergency like an"},{"1":"[NQNrgrWT.txt, 442]","2":"emissions technologies. - Design","3":"|","4":"climate","5":"|","6":"policies that consider the welfare"},{"1":"[NQNrgrWT.txt, 475]","2":"they work to address the","3":"|","4":"climate","5":"|","6":"emergency. Justice for environmental"},{"1":"[NQNrgrWT.txt, 521]","2":"that limit citizen participation in","3":"|","4":"climate","5":"|","6":"decision-making. 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Part of what"},{"1":"[NQNrgrWT.txt, 817]","2":"science is crystal clear -","3":"|","4":"climate","5":"|","6":"change is exacerbating natural disasters"},{"1":"[NQNrgrWT.txt, 846]","2":"said João Duccini, a","3":"|","4":"climate","5":"|","6":"activist from Brazil.\""},{"1":"[NQNrgrWT.txt, 853]","2":"from Brazil.\" The","3":"|","4":"climate","5":"|","6":"crisis is not a far-off"},{"1":"[NQNrgrWT.txt, 934]","2":"of the Intergovernmental Panel on","3":"|","4":"Climate","5":"|","6":"Change ( IPCC ) was"},{"1":"[NQNrgrWT.txt, 1024]","2":"two years now, youth","3":"|","4":"climate","5":"|","6":"activists from around the world"},{"1":"[NQNrgrWT.txt, 1040]","2":"to the streets to demand","3":"|","4":"climate","5":"|","6":"justice. Now, with"},{"1":"[NQNrgrWT.txt, 1078]","2":"the same goal of immediate","3":"|","4":"climate","5":"|","6":"action.\" If we"},{"1":"[OhANDwC1.txt, 8]","2":"yet again protested to demand","3":"|","4":"Climate","5":"|","6":"Justice. On March 19"},{"1":"[OhANDwC1.txt, 81]","2":"is running out. The","3":"|","4":"climate","5":"|","6":"crisis is already here and"},{"1":"[OhANDwC1.txt, 106]","2":"scenarios, annual, short-term","3":"|","4":"climate","5":"|","6":"binding targets that factor in"},{"1":"[OhANDwC1.txt, 244]","2":", we must treat the","3":"|","4":"climate","5":"|","6":"and ecological emergency like an"},{"1":"[OhANDwC1.txt, 442]","2":"emissions technologies. - Design","3":"|","4":"climate","5":"|","6":"policies that consider the welfare"},{"1":"[OhANDwC1.txt, 475]","2":"they work to address the","3":"|","4":"climate","5":"|","6":"emergency. Justice for environmental"},{"1":"[OhANDwC1.txt, 521]","2":"that limit citizen participation in","3":"|","4":"climate","5":"|","6":"decision-making. 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No"},{"1":"[OwojgHNy.txt, 388]","2":"\" To actually experience the","3":"|","4":"climate","5":"|","6":"crisis makes you understand the"},{"1":"[Qa7iQUmL.txt, 89]","2":"their experiences, how the","3":"|","4":"climate","5":"|","6":"crisis has impacted their communities"},{"1":"[rKl0e0o4.txt, 92]","2":"years were disastrous for the","3":"|","4":"climate","5":"|","6":"\\u26a0 \\u26a0 \\u26a0 ➡ So"},{"1":"[rKl0e0o4.txt, 108]","2":", we are demanding real","3":"|","4":"climate","5":"|","6":"action! We will#FightFor1Point5"},{"1":"[rKl0e0o4.txt, 209]","2":"those most impacted by the","3":"|","4":"climate","5":"|","6":"crisis. Make a promise"},{"1":"[rKl0e0o4.txt, 294]","2":"years were disastrous for the","3":"|","4":"climate","5":"|","6":"! \\U0001f525 \\U0001f32a \\u26c8 \\U0001f30a"},{"1":"[rKl0e0o4.txt, 314]","2":", we are demanding real","3":"|","4":"climate","5":"|","6":"action! We will#FightFor1Point5"},{"1":"[rKl0e0o4.txt, 385]","2":"tagged local politicians to take","3":"|","4":"climate","5":"|","6":"action, and more \\U0001f609"},{"1":"[rKl0e0o4.txt, 494]","2":"years were disastrous for the","3":"|","4":"climate","5":"|","6":"\\u26a0 \\u26a0 \\u26a0 ➡ So"},{"1":"[rKl0e0o4.txt, 510]","2":", we are demanding real","3":"|","4":"climate","5":"|","6":"action! We will#FightFor1Point5"},{"1":"[rKl0e0o4.txt, 548]","2":"5th anniversary of the Paris","3":"|","4":"Climate","5":"|","6":"Agreement is on the 12th"},{"1":"[RTyB35kM.txt, 8]","2":"yet again protested to demand","3":"|","4":"Climate","5":"|","6":"Justice. On March 19"},{"1":"[RTyB35kM.txt, 81]","2":"is running out. 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Now, with"},{"1":"[RTyB35kM.txt, 1078]","2":"the same goal of immediate","3":"|","4":"climate","5":"|","6":"action.\" If we"},{"1":"[sIHysTEH.txt, 14]","2":"young Ugandan is bringing the","3":"|","4":"climate","5":"|","6":"fight home ( read article"},{"1":"[Slw5RAOM.txt, 9]","2":"| August 2019, 400","3":"|","4":"climate","5":"|","6":"activists from 38 countries -"},{"1":"[Slw5RAOM.txt, 31]","2":"pre-industrial levels. - Ensure","3":"|","4":"climate","5":"|","6":"justice and equity. -"},{"1":"[Slw5RAOM.txt, 57]","2":"pathway under 1.5C. -","3":"|","4":"Climate","5":"|","6":"justice and equity for everyone"},{"1":"[T8rsnsUK.txt, 114]","2":"the pledge. - Give","3":"|","4":"climate","5":"|","6":"talks. Organize presentations/"},{"1":"[T8rsnsUK.txt, 204]","2":"like. Talking about the","3":"|","4":"climate","5":"|","6":"and getting people to talk"},{"1":"[T8rsnsUK.txt, 265]","2":"transit, bike paths,","3":"|","4":"climate","5":"|","6":"plans, etc. Mobilize"},{"1":"[T8rsnsUK.txt, 295]","2":"would do nothing to address","3":"|","4":"climate","5":"|","6":"change, consider protesting at"},{"1":"[T8rsnsUK.txt, 305]","2":"at the meeting. -","3":"|","4":"Climate","5":"|","6":"forums for candidates. When"},{"1":"[T8rsnsUK.txt, 317]","2":"are local elections, organize","3":"|","4":"climate","5":"|","6":"forums or debates for the"},{"1":"[tpDLdR1s.txt, 2]","2":"Inspiring","3":"|","4":"climate","5":"|","6":"activist videos and speeches."},{"1":"[tpDLdR1s.txt, 72]","2":"Speech From A Young Ugandan","3":"|","4":"Climate","5":"|","6":"Activist | TIME Greta Thunberg"},{"1":"[tpDLdR1s.txt, 83]","2":"and Fridays For Future Youth","3":"|","4":"Climate","5":"|","6":"Activists at Hub Culture ICEhouse"},{"1":"[tpDLdR1s.txt, 95]","2":"Davos Why I became a","3":"|","4":"climate","5":"|","6":"activist - and you should"},{"1":"[tQYKrxT7.txt, 10]","2":"Future Austria, Youth For","3":"|","4":"Climate","5":"|","6":"Belgium, Fridays For Future"},{"1":"[tQYKrxT7.txt, 25]","2":"Future Denmark, Youth For","3":"|","4":"Climate","5":"|","6":"France, Fridays For Future"},{"1":"[tQYKrxT7.txt, 73]","2":"new CAP for tackling the","3":"|","4":"Climate","5":"|","6":"Crisis! 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Több mint 3600"},{"1":"[tQYKrxT7.txt, 5831]","2":"will fail to challenge the","3":"|","4":"climate","5":"|","6":"crisis and biodiversity loss and"},{"1":"[tQYKrxT7.txt, 5913]","2":"ally' in tackling the","3":"|","4":"climate","5":"|","6":"crises. Agroecology and stopping"},{"1":"[tQYKrxT7.txt, 5959]","2":"of our farmers for the","3":"|","4":"climate","5":"|","6":"and our society we must"},{"1":"[tQYKrxT7.txt, 5996]","2":"Europe demands a pathway to","3":"|","4":"climate","5":"|","6":"neutrality for the EU's agricultural"},{"1":"[tQYKrxT7.txt, 6122]","2":"great hope to combat the","3":"|","4":"climate","5":"|","6":"crisis and the collapse of"},{"1":"[tYlBzuew.txt, 17]","2":"are directly threatened by the","3":"|","4":"climate","5":"|","6":"crisis and the ecological breakdown"},{"1":"[tYlBzuew.txt, 58]","2":"goal is to overcome the","3":"|","4":"climate","5":"|","6":"crisis and to create a"},{"1":"[tYlBzuew.txt, 81]","2":". Join us! The","3":"|","4":"climate","5":"|","6":"crisis is an inescapable reality"},{"1":"[tYlBzuew.txt, 160]","2":"are the figures. Support","3":"|","4":"climate","5":"|","6":"action by signing petitions,"},{"1":"[U9ETC5gh.txt, 8]","2":"yet again protested to demand","3":"|","4":"Climate","5":"|","6":"Justice. On March 19"},{"1":"[U9ETC5gh.txt, 81]","2":"is running out. The","3":"|","4":"climate","5":"|","6":"crisis is already here and"},{"1":"[U9ETC5gh.txt, 106]","2":"scenarios, annual, short-term","3":"|","4":"climate","5":"|","6":"binding targets that factor in"},{"1":"[U9ETC5gh.txt, 244]","2":", we must treat the","3":"|","4":"climate","5":"|","6":"and ecological emergency like an"},{"1":"[U9ETC5gh.txt, 442]","2":"emissions technologies. - Design","3":"|","4":"climate","5":"|","6":"policies that consider the welfare"},{"1":"[U9ETC5gh.txt, 475]","2":"they work to address the","3":"|","4":"climate","5":"|","6":"emergency. Justice for environmental"},{"1":"[U9ETC5gh.txt, 521]","2":"that limit citizen participation in","3":"|","4":"climate","5":"|","6":"decision-making. Governments should recognize"},{"1":"[U9ETC5gh.txt, 540]","2":"in the resolution of the","3":"|","4":"climate","5":"|","6":"crisis, and should be"},{"1":"[U9ETC5gh.txt, 670]","2":"No more empty promises'","3":"|","4":"Climate","5":"|","6":"strikers announce date for next"},{"1":"[U9ETC5gh.txt, 677]","2":"announce date for next global","3":"|","4":"climate","5":"|","6":"strike [ 13 Jan 2021"},{"1":"[U9ETC5gh.txt, 709]","2":"entering the new year,","3":"|","4":"climate","5":"|","6":"activists are gearing up for"},{"1":"[U9ETC5gh.txt, 718]","2":"up for the next Global","3":"|","4":"Climate","5":"|","6":"Strike on March 19th to"},{"1":"[U9ETC5gh.txt, 740]","2":"in response to the ongoing","3":"|","4":"climate","5":"|","6":"crisis. Part of what"},{"1":"[U9ETC5gh.txt, 817]","2":"science is crystal clear -","3":"|","4":"climate","5":"|","6":"change is exacerbating natural disasters"},{"1":"[U9ETC5gh.txt, 846]","2":"said João Duccini, a","3":"|","4":"climate","5":"|","6":"activist from Brazil.\""},{"1":"[U9ETC5gh.txt, 853]","2":"from Brazil.\" The","3":"|","4":"climate","5":"|","6":"crisis is not a far-off"},{"1":"[U9ETC5gh.txt, 934]","2":"of the Intergovernmental Panel on","3":"|","4":"Climate","5":"|","6":"Change ( IPCC ) was"},{"1":"[U9ETC5gh.txt, 1024]","2":"two years now, youth","3":"|","4":"climate","5":"|","6":"activists from around the world"},{"1":"[U9ETC5gh.txt, 1040]","2":"to the streets to demand","3":"|","4":"climate","5":"|","6":"justice. Now, with"},{"1":"[U9ETC5gh.txt, 1078]","2":"the same goal of immediate","3":"|","4":"climate","5":"|","6":"action.\" If we"},{"1":"[Xgzp0tIK.txt, 111]","2":"and invite members of local","3":"|","4":"climate","5":"|","6":"justice groups and environmental groups"},{"1":"[Xgzp0tIK.txt, 184]","2":"Why do YOU care about","3":"|","4":"climate","5":"|","6":"change? What action do"},{"1":"[Xgzp0tIK.txt, 710]","2":"! Write and perform a","3":"|","4":"climate","5":"|","6":"strike song! The possibilities"},{"1":"[Xgzp0tIK.txt, 737]","2":". Learning more about the","3":"|","4":"climate","5":"|","6":"crisis is also important,"},{"1":"[Xgzp0tIK.txt, 1088]","2":"your school talking about the","3":"|","4":"climate","5":"|","6":"emergency. Here are some"},{"1":"[Xgzp0tIK.txt, 1124]","2":"may or may not allow","3":"|","4":"climate","5":"|","6":"striking on school grounds."},{"1":"[Xgzp0tIK.txt, 1162]","2":", writing something like\"","3":"|","4":"Climate","5":"|","6":"Silent Strike.\" -"},{"1":"[Xgzp0tIK.txt, 1284]","2":"help: - Discuss the","3":"|","4":"climate","5":"|","6":"crisis in your classroom."},{"1":"[Xgzp0tIK.txt, 1328]","2":"to educate them on the","3":"|","4":"climate","5":"|","6":"crisis so they don't spread"},{"1":"[Xgzp0tIK.txt, 1369]","2":"school assembly in which the","3":"|","4":"climate","5":"|","6":"crisis is discussed. This"},{"1":"[Xgzp0tIK.txt, 1378]","2":". This could feature the","3":"|","4":"climate","5":"|","6":"strikers themselves, a teacher"},{"1":"[Xgzp0tIK.txt, 1396]","2":"of speakers, such as","3":"|","4":"climate","5":"|","6":"scientists or experienced local activists"},{"1":"[Xgzp0tIK.txt, 1427]","2":"formal, public declaration of","3":"|","4":"climate","5":"|","6":"emergency. beyond striking If"},{"1":"[zeRz4HxY.txt, 58]","2":"future in danger. The","3":"|","4":"climate","5":"|","6":"crisis is already affecting people"},{"1":"[zeRz4HxY.txt, 80]","2":"if we don't face the","3":"|","4":"climate","5":"|","6":"emergency right now, there"},{"1":"[zeRz4HxY.txt, 131]","2":"fundamental system change to fight","3":"|","4":"climate","5":"|","6":"injustice and fulfil the targets"},{"1":"[zeRz4HxY.txt, 261]","2":"generations: to tackle the","3":"|","4":"climate","5":"|","6":"emergency and limit global temperature"},{"1":"[zeRz4HxY.txt, 285]","2":"still failed to treat the","3":"|","4":"climate","5":"|","6":"crisis as a crisis."},{"1":"[zeRz4HxY.txt, 629]","2":"destruction of nature, and","3":"|","4":"climate","5":"|","6":". Those who did not"},{"1":"[ZJ9toGjo.txt, 14]","2":"young Ugandan is bringing the","3":"|","4":"climate","5":"|","6":"fight home ( read article"},{"1":"[Zkcwkk21.txt, 8]","2":"19 - GLOBAL DAY OF","3":"|","4":"CLIMATE","5":"|","6":"ACTION FridaysForFuture is yet again"},{"1":"[Zkcwkk21.txt, 17]","2":"yet again protesting to demand","3":"|","4":"Climate","5":"|","6":"Justice. On March 19"},{"1":"[Zkcwkk21.txt, 86]","2":"1.5 degree pathway and the","3":"|","4":"climate","5":"|","6":"crisis is becoming uncontrollable."},{"1":"[Zkcwkk21.txt, 101]","2":"25 - GLOBAL DAY OF","3":"|","4":"CLIMATE","5":"|","6":"ACTION This fall, school"},{"1":"[Zkcwkk21.txt, 116]","2":"Future calls for a global","3":"|","4":"climate","5":"|","6":"action day. On September"},{"1":"[Zkcwkk21.txt, 226]","2":"EU Citizens' Action on","3":"|","4":"Climate","5":"|","6":"Emergency An EU Citizen Initiative"},{"1":"[Zkcwkk21.txt, 299]","2":"do I build a local","3":"|","4":"climate","5":"|","6":"movement in my area?"},{"1":"[Zkcwkk21.txt, 333]","2":"learn more. C40 Cities","3":"|","4":"Climate","5":"|","6":"Commitment All over the world"},{"1":"[Zkcwkk21.txt, 346]","2":"communities are responding to the","3":"|","4":"climate","5":"|","6":"crisis. Together, C40"},{"1":"[Zkcwkk21.txt, 370]","2":"they are proving how fighting","3":"|","4":"climate","5":"|","6":"change helps drive economic growth"},{"1":"[Zkcwkk21.txt, 401]","2":"? Ring it for the","3":"|","4":"climate","5":"|","6":"on Fridays. TalksForFuture We"}],"options":{"columns":{"min":{},"max":[10],"total":[6]},"rows":{"min":[10],"max":[10],"total":[371]},"pages":{}}}
  </script>
</div>

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```r
```r
eike_kwic <- kwic(eike_corpus, \klima\)

<!-- rnb-source-end -->

<!-- rnb-output-begin eyJkYXRhIjoiV2FybnVuZzogJ2t3aWMuY29ycHVzKCknIGlzIGRlcHJlY2F0ZWQuIFVzZSAndG9rZW5zKCknIGZpcnN0LlxuIn0= -->

Warnung: ‘kwic.corpus()’ is deprecated. Use ‘tokens()’ first.




<!-- rnb-output-end -->

<!-- rnb-source-begin eyJkYXRhIjoiYGBgclxuYGBgclxuZWlrZV9rd2ljXG5gYGBcbmBgYCJ9 -->

```r
```r
eike_kwic

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Keyword-in-context with 3,851 matches. [ reached max_nrow … 2,851 more matches ]




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"} 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{"columns":[{"label":[""],"name":[1],"type":["chr"],"align":["left"]},{"label":[""],"name":[2],"type":["chr"],"align":["left"]},{"label":[""],"name":[3],"type":["chr"],"align":["left"]},{"label":[""],"name":[4],"type":["chr"],"align":["left"]},{"label":[""],"name":[5],"type":["chr"],"align":["left"]},{"label":[""],"name":[6],"type":["chr"],"align":["left"]}],"data":[{"1":"[00ImmD01.txt, 256]","2":"? Aber keine Ahnung vom","3":"|","4":"Klima","5":"|","6":"zu haben, wie es"},{"1":"[00ImmD01.txt, 4088]","2":"12 ] und nun zum","3":"|","4":"Klima","5":"|","6":"weiter geführt wird ( siehe"},{"1":"[00ImmD01.txt, 4460]","2":"welcher Daten Herr Lesch beim","3":"|","4":"Klima","5":"|","6":"gravierende, negative Veränderungen von"},{"1":"[00ImmD01.txt, 4608]","2":"„ Tatort Erde - Das","3":"|","4":"Klima","5":"|","6":"im Visier\" EIKE:"},{"1":"[00ImmD01.txt, 5045]","2":"Steinlawinen im Mont-Blanc-Massiv ist das","3":"|","4":"Klima","5":"|","6":"herzlich egal Bild 30 ["},{"1":"[0jXrLHfP.txt, 595]","2":"erlaubt, wenn er das","3":"|","4":"Klima","5":"|","6":"schützt, was immer das"},{"1":"[0pKg7PcZ.txt, 2075]","2":"ist, wie wir „","3":"|","4":"Klima","5":"|","6":"\" Skeptiker uneinsichtig. Könnte"},{"1":"[0rE3M4rp.txt, 1948]","2":"Viel Energie für ein gutes","3":"|","4":"Klima","5":"|","6":". Und ja, ich"},{"1":"[0T0Fy8Z8.txt, 1897]","2":"Beim Wetter und seiner Statistik","3":"|","4":"Klima","5":"|","6":"ist die Suche nach Kausalität"},{"1":"[0Xb0W37q.txt, 1089]","2":"insgesamt günstigeres ( wärmeres )","3":"|","4":"Klima","5":"|","6":"in Deutschland. Der Zusammenhang"},{"1":"[0Xb0W37q.txt, 1362]","2":"Datenquelle http://www.swpc.noaa.gov/products/solar-cycle-progression Da Witterung und","3":"|","4":"Klima","5":"|","6":"verzögert auf die nachlassende Sonnenaktivität"},{"1":"[0Xb0W37q.txt, 1857]","2":"unser Wetter, Witterung und","3":"|","4":"Klima","5":"|","6":"haben soll, ist ein"},{"1":"[0Xb0W37q.txt, 2633]","2":"Erde und das Wetter/","3":"|","4":"Klima","5":"|","6":"hat. Herr Gans,"},{"1":"[0Xb0W37q.txt, 2886]","2":"langfristigen solaren Einfluss auf das","3":"|","4":"Klima","5":"|","6":"wissen möchte, der kann"},{"1":"[0Xb0W37q.txt, 2932]","2":"Änderung des Wasserhaushalts das „","3":"|","4":"Klima","5":"|","6":"nicht steuern können, ist"},{"1":"[0Xb0W37q.txt, 3064]","2":"Änderung des Wasserhaushalts das „","3":"|","4":"Klima","5":"|","6":"nicht steuern können, ist"},{"1":"[0YSJDUxS.txt, 468]","2":"Modelle dies fälschlich auf das","3":"|","4":"Klima","5":"|","6":"anwenden auf der Grundlage der"},{"1":"[0YSJDUxS.txt, 867]","2":"Einfluss des Menschen auf das","3":"|","4":"Klima","5":"|","6":"erheblich überschätzt worden sein könnte"},{"1":"[0YSJDUxS.txt, 1920]","2":"keine Möglichkeit mit CO2 das","3":"|","4":"Klima","5":"|","6":"zu ändern. 2 )"},{"1":"[0YSJDUxS.txt, 2331]","2":"Schuld an der Versündigung des","3":"|","4":"Klima","5":"|","6":"/ Natur hat seine Propagandawörter"},{"1":"[0YSJDUxS.txt, 2383]","2":"Böse menschliche Wandel\" beim","3":"|","4":"Klima","5":"|","6":". Damit kann man jetzt"},{"1":"[0zpHHkUR.txt, 1027]","2":"das Wetter und damit das","3":"|","4":"Klima","5":"|","6":"bestimmen, der Mensch wirkt"},{"1":"[0zpHHkUR.txt, 1239]","2":". Vielleicht ändert sich das","3":"|","4":"Klima","5":"|","6":". Dann müssen wir uns"},{"1":"[0zpHHkUR.txt, 1304]","2":"uns über Co2 u.","3":"|","4":"Klima","5":"|","6":"nicht mehr unterhalten. Derzeit"},{"1":"[0zpHHkUR.txt, 1980]","2":"CO2 in der Atmosphäre das","3":"|","4":"Klima","5":"|","6":"treiben würde, dafür gibt"},{"1":"[1bQw77ri.txt, 469]","2":"etwas ausgeglichener über Wetter und","3":"|","4":"Klima","5":"|","6":"zu schreiben. Das ist"},{"1":"[1eWJaEFp.txt, 782]","2":"die Damen und Herren der","3":"|","4":"Klima","5":"|","6":"( folgen ) forschung ("},{"1":"[1FitwN1Q.txt, 477]","2":", kann man kein stabiles","3":"|","4":"Klima","5":"|","6":"erwarten - kurzfristige Änderungen sind"},{"1":"[1FitwN1Q.txt, 1719]","2":"betont, dass Voraussagen zum","3":"|","4":"Klima","5":"|","6":"nicht möglich sind, weil"},{"1":"[1FitwN1Q.txt, 2325]","2":": „ [… ]","3":"|","4":"Klima","5":"|","6":"auf hunderte Jahre berechnen können"},{"1":"[1FitwN1Q.txt, 2842]","2":"die Programme so einbauen.","3":"|","4":"Klima","5":"|","6":"auf hunderte Jahre berechnen können"},{"1":"[1FitwN1Q.txt, 3234]","2":"wird, obwohl ein globales","3":"|","4":"Klima","5":"|","6":"ein Widerspruch in sich ist"},{"1":"[1FitwN1Q.txt, 3386]","2":"wird, obwohl ein globales","3":"|","4":"Klima","5":"|","6":"ein Widerspruch in sich ist"},{"1":"[1FitwN1Q.txt, 3500]","2":"einfaeltigen Besserwisserei von einem globalen","3":"|","4":"Klima","5":"|","6":"faselt und die Variabilitiaet der"},{"1":"[1FitwN1Q.txt, 4306]","2":"eine entscheidende Wirkung auf das","3":"|","4":"Klima","5":"|","6":": Ohne diese Gase wuerde"},{"1":"[1FitwN1Q.txt, 4941]","2":"macht doch tatsächlich völlig unwissenschaftlich","3":"|","4":"Klima","5":"|","6":"an arithmetisch gemittelten Temperaturmeßwerten fest"},{"1":"[1FitwN1Q.txt, 5266]","2":"? Wie soll es denn","3":"|","4":"Klima","5":"|","6":"treiben? In Physik ist"},{"1":"[1JXrhhrU.txt, 1450]","2":"aus dem All auf das","3":"|","4":"Klima","5":"|","6":"der Erde zu erklären\""},{"1":"[1JXrhhrU.txt, 1483]","2":"zeigt wie das Forschen zum","3":"|","4":"Klima","5":"|","6":"noch in den Kinderschuhen steckt"},{"1":"[1JXrhhrU.txt, 1730]","2":"dort wuchsen, als das","3":"|","4":"Klima","5":"|","6":"milder war als heute."},{"1":"[1JXrhhrU.txt, 1756]","2":"( Schweiz ). Das","3":"|","4":"Klima","5":"|","6":"hat damals ganz ohne CO2-Einfluss"},{"1":"[1JXrhhrU.txt, 2217]","2":"in der Schrift „ Warnsignal","3":"|","4":"Klima","5":"|","6":"\", herausgegeben von Jose"},{"1":"[1O5VkyyI.txt, 614]","2":"Einfluss des Menschen auf das","3":"|","4":"Klima","5":"|","6":"zu quantifizieren, ist die"},{"1":"[1O5VkyyI.txt, 1011]","2":", keine unerwarteten Feedbacks des","3":"|","4":"Klima","5":"|","6":"während des warmen Pliozän aufgetreten"},{"1":"[1O5VkyyI.txt, 2127]","2":"Realität auch keine Wirkung.","3":"|","4":"Klima","5":"|","6":"wandelt sich immer, die"},{"1":"[2GtFm7jq.txt, 754]","2":"empörend, CO2 erwärmt das","3":"|","4":"Klima","5":"|","6":"\". auch bei der"},{"1":"[2LIJDXWN.txt, 266]","2":", dass es NICHT um","3":"|","4":"Klima","5":"|","6":"geht Die Mitarbeiter des AOC"},{"1":"[2LIJDXWN.txt, 291]","2":"Wohlstand und nicht um das","3":"|","4":"Klima","5":"|","6":"geht. Der frühere Wahlkampfhelfer"},{"1":"[2LIJDXWN.txt, 796]","2":"es ging nicht um das","3":"|","4":"Klima","5":"|","6":"', wäre es dann"},{"1":"[2LIJDXWN.txt, 999]","2":"Es ging NIEMALS um das","3":"|","4":"Klima","5":"|","6":", es wird nur als"},{"1":"[2v2xWu8r.txt, 16]","2":"des solaren Einflusses auf unser","3":"|","4":"Klima","5":"|","6":"leisten. Sie zeigt schwerpunktmäßig"},{"1":"[35NdV1Wg.txt, 712]","2":"mit netto-positiven Einfluss auf das","3":"|","4":"Klima","5":"|","6":". In der Tat,"},{"1":"[35NdV1Wg.txt, 1003]","2":"Idiot meinte war, dass","3":"|","4":"Klima","5":"|","6":"\" Leugner\" wie ich"},{"1":"[35NdV1Wg.txt, 1674]","2":"auch weg. Das giftige","3":"|","4":"Klima","5":"|","6":"fühlbarer Bedrohung bleibt. Dr"},{"1":"[3Mj1wT0S.txt, 1183]","2":"selbsternannten Fachfrau für Energie und","3":"|","4":"Klima","5":"|","6":", C. Kemfert,"},{"1":"[3MNt1HY1.txt, 97]","2":"Atmosphäre hinzugefügt haben, das","3":"|","4":"Klima","5":"|","6":"des Planeten für Dutzende bis"},{"1":"[3MNt1HY1.txt, 149]","2":"Der Mensch kann nun das","3":"|","4":"Klima","5":"|","6":"des Planeten effektiv steuern."},{"1":"[3MNt1HY1.txt, 343]","2":"„ Kaltzeit\"… Das","3":"|","4":"Klima","5":"|","6":"ist kaum wärmer als in"},{"1":"[3MNt1HY1.txt, 427]","2":", die warme und stabile","3":"|","4":"Klima","5":"|","6":"Perioden beendeten, wird in"},{"1":"[3MNt1HY1.txt, 525]","2":"70. Breitengrad; Boreales","3":"|","4":"Klima","5":"|","6":", kaltgemäßigte Klimazone, weitgehend"},{"1":"[3MNt1HY1.txt, 1490]","2":"wer da was von „","3":"|","4":"Klima","5":"|","6":"effektiv steuern\" schreibt und"},{"1":"[3ZStQ8OQ.txt, 525]","2":"10 zuständig für Energie,","3":"|","4":"Klima","5":"|","6":"und Infrastruktur, dem der"},{"1":"[3ZStQ8OQ.txt, 1447]","2":"Sonne unser Leben und unser","3":"|","4":"Klima","5":"|","6":"auf der Erde und anderen"},{"1":"[3ZStQ8OQ.txt, 1506]","2":"auch eine Gegenreaktion. Das","3":"|","4":"Klima","5":"|","6":"ist ja eine Reaktion auf"},{"1":"[3ZStQ8OQ.txt, 3873]","2":"Neuanfang in Sachen Energie und","3":"|","4":"Klima","5":"|","6":"und natürlich auch vielen anderen"},{"1":"[3ZStQ8OQ.txt, 5602]","2":"am „ Krieg gegen das","3":"|","4":"Klima","5":"|","6":"\" und der damit begründeten"},{"1":"[3ZStQ8OQ.txt, 5634]","2":"diesen „ Krieg gegen das","3":"|","4":"Klima","5":"|","6":"\" ohne jede sachliche Notwendigkeit"},{"1":"[3ZStQ8OQ.txt, 8035]","2":"Thema Energie. Das Thema","3":"|","4":"Klima","5":"|","6":"und Energie wurde mit diesen"},{"1":"[48bXWRzW.txt, 3749]","2":"über ein paar Jahre quasistationäres","3":"|","4":"Klima","5":"|","6":". Die konstanten Reservoirenergien tauchen"},{"1":"[48bXWRzW.txt, 4491]","2":", was wir wirklich übers","3":"|","4":"Klima","5":"|","6":"wissen\" am 26."},{"1":"[48bXWRzW.txt, 4636]","2":"menschengemachte CO2 Einfluss auf das","3":"|","4":"Klima","5":"|","6":"? Ja oder Nein?"},{"1":"[48bXWRzW.txt, 7515]","2":"und das andere ist berechnetes","3":"|","4":"Klima","5":"|","6":"ohne physikalische Wirkung. Die"},{"1":"[4EgThZF2.txt, 14]","2":"Fotovoltaik-Anlagen hilft angeblich, das","3":"|","4":"Klima","5":"|","6":"zu schützen. In Wahrheit"},{"1":"[4tqJJycd.txt, 1700]","2":"signifikante Relationen zwischen Sonnenaktivität und","3":"|","4":"Klima","5":"|","6":". Dies zeigt, dass"},{"1":"[4tqJJycd.txt, 1729]","2":"besonderen scheint Letzteres vorherrschend das","3":"|","4":"Klima","5":"|","6":"in den küstennahen Gebieten Ostasiens"},{"1":"[4Zagcb8M.txt, 1257]","2":"einmal mit einem Durchschnittsbürger über","3":"|","4":"Klima","5":"|","6":"und Energie, da steigt"},{"1":"[5A29pfJG.txt, 687]","2":"so Komplexe Dinge wie das","3":"|","4":"Klima","5":"|","6":"oder die Klimaveränderung reden will"},{"1":"[5ffy7b46.txt, 3984]","2":"ein ununterbrochener Trend zum heutigen","3":"|","4":"Klima","5":"|","6":", doch seit Kurzem ist"},{"1":"[5ffy7b46.txt, 4462]","2":"diesen Ländern flüchten. Das","3":"|","4":"Klima","5":"|","6":"ist kein Grund zur Flucht"},{"1":"[5KG33SDS.txt, 1347]","2":"den Zusammenhang zwischen Sonnenfleckenaktivität und","3":"|","4":"Klima","5":"|","6":"zeigen eindeutige Korrelationen, auch"},{"1":"[5P8vmrSr.txt, 2288]","2":"die wollen, dass das","3":"|","4":"Klima","5":"|","6":"so bleibt? mfg Werner"},{"1":"[5ZdQ7PMb.txt, 536]","2":"„ Sie wird nicht das","3":"|","4":"Klima","5":"|","6":"beeinflussen. Sie ist keine"},{"1":"[6iYrgwrY.txt, 13]","2":"der Schule von einem anderen","3":"|","4":"Klima","5":"|","6":"als dem augenblicklichen, indem"},{"1":"[6iYrgwrY.txt, 1236]","2":", trotzdem spricht man beim","3":"|","4":"Klima","5":"|","6":"auf der Erde auch von"},{"1":"[6iYrgwrY.txt, 1652]","2":"Temperatur und damit auf das","3":"|","4":"Klima","5":"|","6":"ist mit Hilfe der physikalischen"},{"1":"[6iYrgwrY.txt, 1907]","2":"den Effekt des CO2auf das","3":"|","4":"Klima","5":"|","6":"kann nun auch abgeschätzt werden"},{"1":"[6iYrgwrY.txt, 2180]","2":"Der menschgemachte Einfluss auf das","3":"|","4":"Klima","5":"|","6":"ist also minimal gewesen,"},{"1":"[6iYrgwrY.txt, 3388]","2":"möglichst lange unser gewohntes „","3":"|","4":"Klima","5":"|","6":"\" zu erhalten. Ja"},{"1":"[6iYrgwrY.txt, 3759]","2":"daß es kein konstantes „","3":"|","4":"Klima","5":"|","6":"\" geben kann und auch"},{"1":"[6iYrgwrY.txt, 3946]","2":"„ Klimamodellen\" das vergangene","3":"|","4":"Klima","5":"|","6":"der letzten 100 Jahre nicht"},{"1":"[6iYrgwrY.txt, 4581]","2":"doch Pflanzen eine erhebliches zum","3":"|","4":"Klima","5":"|","6":"beitragen. Siehe Urwald am"},{"1":"[6iYrgwrY.txt, 4763]","2":", von Anfang an.","3":"|","4":"Klima","5":"|","6":"? Der Mensch soll das"},{"1":"[6iYrgwrY.txt, 4769]","2":"? Der Mensch soll das","3":"|","4":"Klima","5":"|","6":"beeinflussen können? Dann habe"},{"1":"[6iYrgwrY.txt, 5066]","2":". Was hat Atheismus mit","3":"|","4":"Klima","5":"|","6":"-Kirche zu tun? Es"},{"1":"[6k6gwJFD.txt, 564]","2":"Zitat, „ Nicht das","3":"|","4":"Klima","5":"|","6":"ist bedroht, sondern unsere"},{"1":"[6k6gwJFD.txt, 818]","2":"wenn sie ( auch zum","3":"|","4":"Klima","5":"|","6":") dümmlich schwafeln, glaubt"},{"1":"[6k6gwJFD.txt, 8472]","2":"hat keinen Einfluss auf das","3":"|","4":"Klima","5":"|","6":". Einen Treibhauseffekt gibt es"},{"1":"[6nWXLwy6.txt, 758]","2":"„ ökologisch verantwortliche und auf","3":"|","4":"Klima","5":"|","6":"sich konzentrierende\" Nationen bedienen"},{"1":"[6Rxn4HT5.txt, 428]","2":"Treibstoffe zugenommen und sich das","3":"|","4":"Klima","5":"|","6":"etwas erwärmt hat. 44"},{"1":"[6Rxn4HT5.txt, 575]","2":". Epstein schreibt treffend:","3":"|","4":"Klima","5":"|","6":"ist heutzutage nicht mehr die"},{"1":"[6Rxn4HT5.txt, 633]","2":"Waffe, welche eben dieses","3":"|","4":"Klima","5":"|","6":"dutzendfach weniger gefährlich gemacht hat"},{"1":"[6Rxn4HT5.txt, 665]","2":"als jemanden, der das","3":"|","4":"Klima","5":"|","6":"gefährlich macht wegen des Verbrauchs"},{"1":"[6Rxn4HT5.txt, 687]","2":": wir machen ein sicheres","3":"|","4":"Klima","5":"|","6":"nicht gefährlich, sondern wir"},{"1":"[6Rxn4HT5.txt, 704]","2":"nur mehr Menschen dem Thema","3":"|","4":"Klima","5":"|","6":"mit einem offeneren Geist begegnen"},{"1":"[72vgQTNU.txt, 171]","2":"- Achtung Ironie- für das","3":"|","4":"Klima","5":"|","6":"genau so erfreulich, wie"},{"1":"[72vgQTNU.txt, 1881]","2":"\" im Europäischen Institut für","3":"|","4":"Klima","5":"|","6":"& Energie, kurz EIKE"},{"1":"[72vgQTNU.txt, 2813]","2":"zu den Themen Energie und","3":"|","4":"Klima","5":"|","6":"beschäftigt. Es ist daher"},{"1":"[7aZA7DNy.txt, 33]","2":"diese Modelle gar nicht das","3":"|","4":"Klima","5":"|","6":"der Erde simulieren? ●"},{"1":"[7aZA7DNy.txt, 184]","2":"diese Modelle gar nicht das","3":"|","4":"Klima","5":"|","6":"der Erde simulieren? Das"},{"1":"[7aZA7DNy.txt, 227]","2":"Aber die Klimamodelle simulieren das","3":"|","4":"Klima","5":"|","6":"der Erde nicht so,"},{"1":"[7aZA7DNy.txt, 394]","2":"entfernt mit dem gegenwärtig beobachteten","3":"|","4":"Klima","5":"|","6":". Im Besonderen haben der"},{"1":"[7aZA7DNy.txt, 439]","2":"der Modelle signifikant vom realen","3":"|","4":"Klima","5":"|","6":"abweichen, was den Weg"},{"1":"[7aZA7DNy.txt, 816]","2":"entfernt mit dem gegenwärtig beobachteten","3":"|","4":"Klima","5":"|","6":". Insbesondere der Zustand der"},{"1":"[7aZA7DNy.txt, 1240]","2":"3 ) könnte sich das","3":"|","4":"Klima","5":"|","6":"wie simuliert ändern, aber"},{"1":"[7aZA7DNy.txt, 1782]","2":"Keines der Modelle simuliert das","3":"|","4":"Klima","5":"|","6":"so, wie es jetzt"},{"1":"[7aZA7DNy.txt, 1805]","2":"für Modelle, die das","3":"|","4":"Klima","5":"|","6":"auf einem virtuellen Planeten simulieren"},{"1":"[7aZA7DNy.txt, 1841]","2":"Jahrzehnten der Bemühungen, das","3":"|","4":"Klima","5":"|","6":"zu modellieren, hat die"},{"1":"[7aZA7DNy.txt, 2537]","2":": Weil die Klimamodelle das","3":"|","4":"Klima","5":"|","6":"immer noch nicht so simulieren"},{"1":"[7aZA7DNy.txt, 3005]","2":"von Einflüssen auf das regionale","3":"|","4":"Klima","5":"|","6":"haben. Unabhängig davon,"},{"1":"[7aZA7DNy.txt, 3110]","2":"starke Auswirkungen auf das regionale","3":"|","4":"Klima","5":"|","6":"im Kurzfristzeitraum. Jetzt möchte"},{"1":"[7aZA7DNy.txt, 3982]","2":"Zugriff darauf, wie das","3":"|","4":"Klima","5":"|","6":"der Erde tatsächlich funktioniert und"},{"1":"[7aZA7DNy.txt, 4475]","2":"Frage der Zeit. Das","3":"|","4":"Klima","5":"|","6":"hat sich ja leider schon"},{"1":"[7CaFNPBT.txt, 182]","2":"Thema der diesjährigen 24-Stunden-Sendung ist","3":"|","4":"Klima","5":"|","6":"und Gesundheit, sagte Gore"},{"1":"[7CaFNPBT.txt, 710]","2":"es der Mensch, der","3":"|","4":"Klima","5":"|","6":"zerstört! http://www.spiegel.de/wissenschaft/natur/klimakonferenz-cop24-co2-ausstoss-steigt-laut-neuer-statistik-weiter-a-1242112.html"},{"1":"[7ftC5W5H.txt, 2318]","2":", irgendwelche Maßnahmen auf dem","3":"|","4":"Klima","5":"|","6":"/ Energie-Sektor, die den"},{"1":"[7i2Rknnn.txt, 1567]","2":"Das schützt nicht nur das","3":"|","4":"Klima","5":"|","6":", sondern bringt auch den"},{"1":"[7i2Rknnn.txt, 2862]","2":"Das schützt nicht nur das","3":"|","4":"Klima","5":"|","6":", sondern bringt auch den"},{"1":"[7i2Rknnn.txt, 4887]","2":"Gott anstelle von CO2 das","3":"|","4":"Klima","5":"|","6":"lenkt? [ 12 ]"},{"1":"[7i2Rknnn.txt, 5037]","2":"-probleme bringen. Nicht das","3":"|","4":"Klima","5":"|","6":"ist das Problem, sondern"},{"1":"[7mP0dkAt.txt, 1586]","2":"; als ob man ein","3":"|","4":"Klima","5":"|","6":"verleugnen könnte. Wenn es"},{"1":"[7mP0dkAt.txt, 1592]","2":"verleugnen könnte. Wenn es","3":"|","4":"Klima","5":"|","6":"nicht gäbe, hätten wir"},{"1":"[7TfyspPm.txt, 1719]","2":"Jahre an, dass das","3":"|","4":"Klima","5":"|","6":"dieses neue Verhalten langsam wieder"},{"1":"[8EE3a1zj.txt, 237]","2":"Helden des Kampfes für das","3":"|","4":"Klima","5":"|","6":"zu inszenieren. Bis zu"},{"1":"[8EE3a1zj.txt, 493]","2":"Die Aktivisten, denen das","3":"|","4":"Klima","5":"|","6":"über alles geht, werden"},{"1":"[8EE3a1zj.txt, 506]","2":"finanziert, dass ihnen das","3":"|","4":"Klima","5":"|","6":"über alles geht. Bezahlte"},{"1":"[8EE3a1zj.txt, 941]","2":"statistische Mittel von Wetterereignissen*","3":"|","4":"Klima","5":"|","6":"* ), die habt"},{"1":"[8eOLgYXD.txt, 216]","2":"anthropogene ) CO2-Einfluss auf das","3":"|","4":"Klima","5":"|","6":"gering ist und auch der"},{"1":"[8eOLgYXD.txt, 1030]","2":"Erde verwüstet hat. Dem","3":"|","4":"Klima","5":"|","6":"war ´ s Recht und"},{"1":"[8epfiT96.txt, 442]","2":"Recht anzweifeln, dass das","3":"|","4":"Klima","5":"|","6":"sich infolge unserer Treibhausgasemissionen aufheizen"},{"1":"[8epfiT96.txt, 459]","2":"ein Hinweis, dass das","3":"|","4":"Klima","5":"|","6":"sehr stabil ist, also"},{"1":"[8epfiT96.txt, 520]","2":"die Fakten immer wieder verdreht.Das","3":"|","4":"Klima","5":"|","6":"war nie stabil und ist"},{"1":"[8epfiT96.txt, 1312]","2":"in der Schweiz „ Das","3":"|","4":"Klima","5":"|","6":"während der Blütezeit des römischen"},{"1":"[8epfiT96.txt, 1403]","2":"Jahrhunderts jedoch wendete sich das","3":"|","4":"Klima","5":"|","6":"zum Guten, das Mittelalterliche"},{"1":"[8epfiT96.txt, 1796]","2":"in diesem „ tötlichen\"","3":"|","4":"Klima","5":"|","6":"und ist auf der Rangliste"},{"1":"[8epfiT96.txt, 1821]","2":"es auch in diesem heißen","3":"|","4":"Klima","5":"|","6":"möglich fleißig zu arbeiten und"},{"1":"[8PB7y1o7.txt, 9626]","2":"in diese „ Grunsatzrbrik\"","3":"|","4":"Klima","5":"|","6":"blicke, sehe ich auch"},{"1":"[8PB7y1o7.txt, 17538]","2":"\" Horst Emse seine „","3":"|","4":"Klima","5":"|","6":"\" -Realität für die Erde"},{"1":"[8Q8nSk5V.txt, 274]","2":"für Zusendungen: Themen:","3":"|","4":"Klima","5":"|","6":", Energie, Energiewende."},{"1":"[8qD0gRE9.txt, 35]","2":"der Royal Society zum Thema","3":"|","4":"Klima","5":"|","6":"kritisiert. Ihre eindeutige,"},{"1":"[8RsHRtNO.txt, 2378]","2":"Nein! In unserem miserablen","3":"|","4":"Klima","5":"|","6":"wollen wir jede Erwärmung,"},{"1":"[8RsHRtNO.txt, 2554]","2":"hat jemals etwas zum Thema","3":"|","4":"Klima","5":"|","6":"veröffentlicht. Die Erklärung der"},{"1":"[8RsHRtNO.txt, 2622]","2":"Persönlichkeiten haben etwas zum Thema","3":"|","4":"Klima","5":"|","6":"veröffentlicht. Wie groß war"},{"1":"[8RsHRtNO.txt, 5578]","2":"Einflüsse über Jahrtausende hinweg das","3":"|","4":"Klima","5":"|","6":"erwiesenermaßen zuverlässig gesteuert haben,"},{"1":"[8Uu3moUo.txt, 27]","2":"und erkennen, dass das","3":"|","4":"Klima","5":"|","6":"der Erde fast ununterbrochen Änderungen"},{"1":"[8Uu3moUo.txt, 89]","2":"schädlichem oder sogar gewaltig destruktivem","3":"|","4":"Klima","5":"|","6":"geführt haben - und zwar"},{"1":"[8WbQ7Eci.txt, 77]","2":"drei Tatsachen sind. Das","3":"|","4":"Klima","5":"|","6":"ändert sich, die Schwerkraft"},{"1":"[8WbQ7Eci.txt, 135]","2":"widerlegen, dass sich das","3":"|","4":"Klima","5":"|","6":"verändert? Es gibt andere"},{"1":"[8WbQ7Eci.txt, 1902]","2":"2020 ), herausfiltern.","3":"|","4":"Klima","5":"|","6":"wird normalerweise definiert als Veränderungen"},{"1":"[8WbQ7Eci.txt, 2308]","2":"den menschlichen Einfluss auf das","3":"|","4":"Klima","5":"|","6":"zu bestimmen ( Bindoff&"},{"1":"[8WbQ7Eci.txt, 2657]","2":"Einfluss des Menschen auf das","3":"|","4":"Klima","5":"|","6":"zu berechnen, obwohl für"},{"1":"[8WbQ7Eci.txt, 2730]","2":"des menschlichen Einflusses auf das","3":"|","4":"Klima","5":"|","6":"einen großen Unterschied macht."},{"1":"[8WbQ7Eci.txt, 2896]","2":"den menschlichen Einfluss auf das","3":"|","4":"Klima","5":"|","6":"zu berechnen. Die Debatte"},{"1":"[8WbQ7Eci.txt, 2911]","2":", ob der Mensch das","3":"|","4":"Klima","5":"|","6":"beeinflusst, die Debatte geht"},{"1":"[8WbQ7Eci.txt, 3294]","2":", dass der Mensch das","3":"|","4":"Klima","5":"|","6":"mit atmosphärischen Emissionen kontrolliert,"},{"1":"[8WbQ7Eci.txt, 3318]","2":", dass die Natur das","3":"|","4":"Klima","5":"|","6":"kontrolliert. Dies ist ihre"},{"1":"[8WbQ7Eci.txt, 3347]","2":", dass der Mensch das","3":"|","4":"Klima","5":"|","6":"kontrolliert. Es gibt reichlich"},{"1":"[8WbQ7Eci.txt, 3741]","2":"Einfluss von CO2 auf das","3":"|","4":"Klima","5":"|","6":"empirisch berechnet. Traditionell und"},{"1":"[8X0Qn2qj.txt, 85]","2":"an, dass sich das","3":"|","4":"Klima","5":"|","6":"während der gesamten 4,5 Milliarden"},{"1":"[8X0Qn2qj.txt, 1889]","2":"der weltweiten Wälder auf das","3":"|","4":"Klima","5":"|","6":"aus. Das dahinter stehende"},{"1":"[8X0Qn2qj.txt, 4811]","2":"an, dass sich das","3":"|","4":"Klima","5":"|","6":"während der gesamten 4,5 Milliarden"},{"1":"[8X0Qn2qj.txt, 5709]","2":"Trend spricht, hat von","3":"|","4":"Klima","5":"|","6":"nichts verstanden 14. Höchst"},{"1":"[8X0Qn2qj.txt, 8606]","2":"Trend spricht, hat von","3":"|","4":"Klima","5":"|","6":"nichts verstanden.\" Nein"},{"1":"[8ZAGnqHt.txt, 1649]","2":"sie könnten das dadurch beeinflusste","3":"|","4":"Klima","5":"|","6":"auf Jahrhunderte bis Jahrtausende modellieren"},{"1":"[8ZAGnqHt.txt, 7551]","2":"ändert sich natürlich wieder das","3":"|","4":"Klima","5":"|","6":"ausgrund der mit dem CO2"},{"1":"[8ZAGnqHt.txt, 12215]","2":". mfG Welche Wirkung aufs","3":"|","4":"Klima","5":"|","6":"hat den Co2? Lesen"},{"1":"[8ZAGnqHt.txt, 12509]","2":"das mit der CO2-Wirkung aufs","3":"|","4":"Klima","5":"|","6":"auch nicht verstanden. Wenn"},{"1":"[8ZAGnqHt.txt, 14131]","2":"des IPCC bzw. der","3":"|","4":"Klima","5":"|","6":"( pseudo ) wissenschaft unterstellt"},{"1":"[8ZAGnqHt.txt, 14206]","2":"„ Globaltemperatur\" in der","3":"|","4":"Klima","5":"|","6":"( pseudo ) wissenschaft hinweisen"},{"1":"[8ZAGnqHt.txt, 14714]","2":"Mensch der sagt dass das","3":"|","4":"Klima","5":"|","6":"gleich bleibt und sich nicht"},{"1":"[8ZAGnqHt.txt, 15391]","2":"wer an die in der","3":"|","4":"Klima","5":"|","6":"( pseudo ) wissenschaft übliche"},{"1":"[97qc1gZp.txt, 43]","2":"1999 ), der das","3":"|","4":"Klima","5":"|","6":"der letzten 420.000 Jahre abbildet"},{"1":"[97qc1gZp.txt, 140]","2":"Vortrages „ Bestimmen Sonnenzyklen unser","3":"|","4":"Klima","5":"|","6":"\" anlässlich der 10."},{"1":"[97qc1gZp.txt, 284]","2":"Mensch hat Möglichkeiten das mikro","3":"|","4":"Klima","5":"|","6":"zu beeinflussen. Luftverschmutzung,"},{"1":"[97qc1gZp.txt, 313]","2":"si evident, das globale","3":"|","4":"Klima","5":"|","6":"zu ändern? Was bewirken"},{"1":"[9rf5wDMK.txt, 27]","2":"geht es mal nicht um","3":"|","4":"Klima","5":"|","6":"oder Energie, sondern darum"},{"1":"[9SdM10mz.txt, 990]","2":"[ 2 ] Wetterkanal:","3":"|","4":"Klima","5":"|","6":", Herr Rahmstorf und heiliger"},{"1":"[9SdM10mz.txt, 1073]","2":"9. Dezember 2017:","3":"|","4":"Klima","5":"|","6":", Herr Rahmstorf und heiliger"},{"1":"[9SdM10mz.txt, 1100]","2":"2017: „ Kippt unser","3":"|","4":"Klima","5":"|","6":"?\" bei Maischberger/"},{"1":"[9SdM10mz.txt, 1139]","2":"Maischberger fragt: Kippt unser","3":"|","4":"Klima","5":"|","6":"? Antwort: Nein -"},{"1":"[9SdM10mz.txt, 1166]","2":": Änderungen des Meeresspiegels und","3":"|","4":"Klima","5":"|","6":"auf Fidschi: totale Falschinformationen"},{"1":"[9uSvSfmo.txt, 1432]","2":"Quasi- ) Gleichgewichts benötigt das","3":"|","4":"Klima","5":"|","6":"immer mehrere Jahrzehnte wegen der"},{"1":"[9uSvSfmo.txt, 1449]","2":"„ Daher hinkt momentan das","3":"|","4":"Klima","5":"|","6":"den sich fortschreitenden nicht konstanten"},{"1":"[9uSvSfmo.txt, 1483]","2":"keine Wärmekapazität. Looogooo Das","3":"|","4":"Klima","5":"|","6":"kommt dem ( angeblichen )"},{"1":"[9uSvSfmo.txt, 1601]","2":"Quasi- ) Gleichgewichts benötigt das","3":"|","4":"Klima","5":"|","6":"immer mehrere Jahrzehnte wegen der"},{"1":"[9uSvSfmo.txt, 1616]","2":": Daher hinkt momentan das","3":"|","4":"Klima","5":"|","6":"den sich fortschreitenden nicht konstanten"},{"1":"[9uSvSfmo.txt, 2103]","2":"sagt: „ Gasgesetze und","3":"|","4":"Klima","5":"|","6":"sind langfristig gültig\" Sie"},{"1":"[9uSvSfmo.txt, 2240]","2":"können: „ Gasgesetze und","3":"|","4":"Klima","5":"|","6":"sind langfristig gültig.\""},{"1":"[9uSvSfmo.txt, 2254]","2":"sein Geheimnis was genau beim","3":"|","4":"Klima","5":"|","6":"gültig sein soll, der"},{"1":"[9uSvSfmo.txt, 2270]","2":"Indeterminismus, da dieses „","3":"|","4":"Klima","5":"|","6":"\" auf geheimnisvolle Weise irgendwie"},{"1":"[9uSvSfmo.txt, 2347]","2":"\" Und zwischen Wetter und","3":"|","4":"Klima","5":"|","6":"ist der gleiche Unterschied wie"},{"1":"[9uSvSfmo.txt, 2368]","2":"kurzfristig voraussagbar, Gasgesetze und","3":"|","4":"Klima","5":"|","6":"sind langfristig gültig. MfG"},{"1":"[9uSvSfmo.txt, 2892]","2":"beitragen. mfG „ das","3":"|","4":"Klima","5":"|","6":"\" Sie müssen jetzt nur"},{"1":"[9uSvSfmo.txt, 3348]","2":"Beim Chaos Wetter dürfte das","3":"|","4":"Klima","5":"|","6":"ein Fixpunkt sein - allerdings"},{"1":"[9uSvSfmo.txt, 6506]","2":"des Modells, welches das","3":"|","4":"Klima","5":"|","6":"aus den dynamischen Gleichungen der"},{"1":"[9YVe8zwR.txt, 280]","2":"bleibt das Rettungsprogramm für unser","3":"|","4":"Klima","5":"|","6":"?\" fragte fast hilflos"},{"1":"[9YVe8zwR.txt, 551]","2":"wenn Sie immer Wetter und","3":"|","4":"Klima","5":"|","6":"verwechseln, kann ich schon"},{"1":"[9YVe8zwR.txt, 594]","2":"Hilse [ AfD ]:","3":"|","4":"Klima","5":"|","6":"ist eine statistische Zahl!"},{"1":"[9YVe8zwR.txt, 1070]","2":"hätten, jedenfalls nichts für","3":"|","4":"Klima","5":"|","6":"oder gar den Klimaschutz:"},{"1":"[9YVe8zwR.txt, 2284]","2":"„ verseifen\" und beim","3":"|","4":"Klima","5":"|","6":"würde sich das als unmeßbar"},{"1":"[9YVe8zwR.txt, 2757]","2":"- aus den Angaben der","3":"|","4":"Klima","5":"|","6":"Maffia - zitierte deutsche Beitrag"},{"1":"[9YVe8zwR.txt, 2799]","2":"noch seine Statistik, das","3":"|","4":"Klima","5":"|","6":", beeinflussen kann. Aus"},{"1":"[9YVe8zwR.txt, 3531]","2":"so, wir schützen das","3":"|","4":"Klima","5":"|","6":"weltweit. Wenns schon real"},{"1":"[A0Wy1qp4.txt, 1067]","2":"mit Elon Musk „ wegen","3":"|","4":"Klima","5":"|","6":"und so\" das Nordamerikanische"},{"1":"[A4qz6fcw.txt, 1596]","2":"Wetter oder seine Statistik,","3":"|","4":"Klima","5":"|","6":"genannt; verändern. Alle"},{"1":"[A4qz6fcw.txt, 3981]","2":". Klimaleugner leugnen folglich das","3":"|","4":"Klima","5":"|","6":", so als hätte es"},{"1":"[A4qz6fcw.txt, 3988]","2":"so als hätte es ein","3":"|","4":"Klima","5":"|","6":"nie gegeben. Bei aller"},{"1":"[A4qz6fcw.txt, 4038]","2":"einzige, der also das","3":"|","4":"Klima","5":"|","6":"leugnet wie es ist,"},{"1":"[A4qz6fcw.txt, 4067]","2":"Ihrer Computer-Spiele Wahrheit, das","3":"|","4":"Klima","5":"|","6":"als solches, insbesondere wie"},{"1":"[A4qz6fcw.txt, 4187]","2":"etwas machen wollen - das","3":"|","4":"Klima","5":"|","6":"wird sich mit großer Sicherheit"},{"1":"[ADMw6POy.txt, 266]","2":"EIKE ( Europäisches Institut für","3":"|","4":"Klima","5":"|","6":"und Energie ), warf"},{"1":"[ADMw6POy.txt, 391]","2":"EIKE ( Europäisches Institut für","3":"|","4":"Klima","5":"|","6":"und Energie ), empfahl"},{"1":"[ADMw6POy.txt, 776]","2":", der sagte, das","3":"|","4":"Klima","5":"|","6":"könne nicht durch Menschen geschützt"},{"1":"[aExxOnTW.txt, 516]","2":"Fall legitimiert hat, alle","3":"|","4":"Klima","5":"|","6":"und Umweltfälle anzuhören, ohne"},{"1":"[aExxOnTW.txt, 2168]","2":"aller Fälle im Zusammenhang mit","3":"|","4":"Klima","5":"|","6":", der Umwelt oder anderen"},{"1":"[aExxOnTW.txt, 2229]","2":"Fragen, wie zum Beispiel","3":"|","4":"Klima","5":"|","6":"und Umwelt, durch den"},{"1":"[aExxOnTW.txt, 3690]","2":"der darauf hingewiesen wurde:","3":"|","4":"Klima","5":"|","6":"sind vergangene Statische Temperaturdaten -"},{"1":"[aExxOnTW.txt, 3707]","2":"verändern, wenn ich das","3":"|","4":"Klima","5":"|","6":"verändern will.. müsste"},{"1":"[aExxOnTW.txt, 3736]","2":"den Menschen zu erzählen,","3":"|","4":"Klima","5":"|","6":"und Wetter haben überhaupt nichts"},{"1":"[Ak57WzCl.txt, 775]","2":"die Katastrophe angedeutet. Das","3":"|","4":"Klima","5":"|","6":"hatte sich zu Beginn des"},{"1":"[akAgmxS9.txt, 3]","2":"Unwetter =","3":"|","4":"Klima","5":"|","6":"? Mißbrauch einer ganzen Wissensc"},{"1":"[akAgmxS9.txt, 21]","2":"Jul 20, 2021 |","3":"|","4":"Klima","5":"|","6":"| 0 | Neueste Kommentare"},{"1":"[ApsC5S3o.txt, 154]","2":"Klimawandel ist naturgesetzlich, konstantes","3":"|","4":"Klima","5":"|","6":"gab es noch nie und"},{"1":"[ApsC5S3o.txt, 1300]","2":"Pressesprecher des Europäischen Instituts für","3":"|","4":"Klima","5":"|","6":"und Energie mit einem Blog"},{"1":"[aUpgGNPN.txt, 4486]","2":"Eike steht - Nicht das","3":"|","4":"Klima","5":"|","6":"ist bedroht sondern unsere Freiheit"},{"1":"[aWNdTyOR.txt, 603]","2":"also auch fürs Wetter und","3":"|","4":"Klima","5":"|","6":"spielen Meso- bis Thermosphäre nur"},{"1":"[aWNdTyOR.txt, 14137]","2":"Mechanismus, mit dem das","3":"|","4":"Klima","5":"|","6":"auf der Erde seit mehr"},{"1":"[aWNdTyOR.txt, 23358]","2":"auf dieser Welt. Kontinentales","3":"|","4":"Klima","5":"|","6":"laesst gruessen! „ Die"},{"1":"[aWNdTyOR.txt, 23427]","2":"für ein wärmeres aber ausgeglicheneres","3":"|","4":"Klima","5":"|","6":". kommt ganz auf das"},{"1":"[aWNdTyOR.txt, 23449]","2":"sind im Angebot! Gemaessigtes","3":"|","4":"Klima","5":"|","6":"ist da eher nicht der"},{"1":"[b2FaNxNv.txt, 76]","2":"ein Leben lang Karriere im","3":"|","4":"Klima","5":"|","6":"Geschäft gemacht haben, sowie"},{"1":"[b2FaNxNv.txt, 124]","2":"aufflammen; und selbst das","3":"|","4":"Klima","5":"|","6":"ist nicht zur Zusammenarbeit bereit"},{"1":"[B2mIktJT.txt, 56]","2":"ist, aber kann man","3":"|","4":"Klima","5":"|","6":"wirklich mit einer einzigen Zahl"},{"1":"[Bb91nouQ.txt, 1703]","2":"in Deutschland zum EEG und","3":"|","4":"Klima","5":"|","6":"keine sachlich neutrale Diskussion mehr"},{"1":"[bEue8LlB.txt, 135]","2":"nachgewiesenem negativen Einfluss auf das","3":"|","4":"Klima","5":"|","6":"der Vergleich mit dem positiven"},{"1":"[bEue8LlB.txt, 2999]","2":"der Zeit herauskristallisiert. Was","3":"|","4":"Klima","5":"|","6":"und Wetter betrifft, war"},{"1":"[bEue8LlB.txt, 4050]","2":"getreten. Der Schmarrn mit","3":"|","4":"Klima","5":"|","6":"EEG Ausstieg aus der Stromversorgung"},{"1":"[BfIKwkly.txt, 218]","2":"Solarausbaus\".… Das","3":"|","4":"Klima","5":"|","6":"habe sich immer gewandel,"},{"1":"[BfIKwkly.txt, 844]","2":"und ideologisch gefestigtes EEG und","3":"|","4":"Klima","5":"|","6":": Süddeutsche Zeitung, 5"},{"1":"[BfIKwkly.txt, 854]","2":"5. März 2016:","3":"|","4":"Klima","5":"|","6":"Die Erde hat kältefrei…"},{"1":"[BfIKwkly.txt, 2193]","2":"5. März 2016:","3":"|","4":"Klima","5":"|","6":"Die Erde hat kältefrei ["},{"1":"[bGjrfzXk.txt, 19]","2":"Vizepräsident des Europäischen Instituts für","3":"|","4":"Klima","5":"|","6":"& Energie ( EIKE )"},{"1":"[bIMvLKJg.txt, 637]","2":"missachtet, das ein lokales","3":"|","4":"Klima","5":"|","6":"ganz anders sein kann als"},{"1":"[bSAXEdjK.txt, 468]","2":"Perspektive einzunehmen, indem das","3":"|","4":"Klima","5":"|","6":"besser berücksichtigt wird. Diese"},{"1":"[bSAXEdjK.txt, 1316]","2":"und jungen Menschen für das","3":"|","4":"Klima","5":"|","6":"zu arbeiten - 15 Millionen"},{"1":"[bSAXEdjK.txt, 1343]","2":"Europäischen Solidaritätskorps\" für das","3":"|","4":"Klima","5":"|","6":"mit 40 Millionen Euro -"},{"1":"[btNUNoSc.txt, 695]","2":"Jahre, als das Thema","3":"|","4":"Klima","5":"|","6":"zu einer politischen Agenda geworden"},{"1":"[btNUNoSc.txt, 2806]","2":"menschlichen Einfluss auf das globale","3":"|","4":"Klima","5":"|","6":"gibt. Dieser Kommentar ist"},{"1":"[btNUNoSc.txt, 2905]","2":"menschlichen Einfluss auf das globale","3":"|","4":"Klima","5":"|","6":". Avery und Singer bemerkten"},{"1":"[buPFdPXv.txt, 23]","2":"der Beschreibung von Wetter und","3":"|","4":"Klima","5":"|","6":"trifft man überall auf Mittelwerte"},{"1":"[C1qMslUN.txt, 583]","2":"Hauptprobleme unserer Welt auf das","3":"|","4":"Klima","5":"|","6":"zu reduzieren und dabei u.U"},{"1":"[C1qMslUN.txt, 1177]","2":"die einseitige Konzentration auf das","3":"|","4":"Klima","5":"|","6":"sonst immer mehr aus dem"},{"1":"[C1qMslUN.txt, 1498]","2":"vertritt die These: Das","3":"|","4":"Klima","5":"|","6":"ist nicht das Weltproblem Nummer"},{"1":"[CBMRx3VR.txt, 783]","2":"habe nichts gegen Lehren über","3":"|","4":"Klima","5":"|","6":"als Teil eines allgemeinen Lehrplanes"},{"1":"[CBMRx3VR.txt, 830]","2":"von Faktoren, welche das","3":"|","4":"Klima","5":"|","6":"sich mit der Zeit ändern"},{"1":"[CBMRx3VR.txt, 902]","2":". „ Bildung\" über","3":"|","4":"Klima","5":"|","6":", die bislang nichts anderes"},{"1":"[CBMRx3VR.txt, 1397]","2":"und Wissenschaft gleichermaßen bzgl.","3":"|","4":"Klima","5":"|","6":"zeigen, und das sind"},{"1":"[CdngPZE7.txt, 314]","2":"für warme Tage ).","3":"|","4":"Klima","5":"|","6":"ist definiert als statistische Eigenschaften"},{"1":"[cGLlxSEQ.txt, 4210]","2":"Mittel recht, heute zuvörderst","3":"|","4":"Klima","5":"|","6":"und Energie. Quellen ["},{"1":"[cGLlxSEQ.txt, 13402]","2":"###, „","3":"|","4":"Klima","5":"|","6":"Kleber\" macht einfach nur"},{"1":"[cGLlxSEQ.txt, 15130]","2":"was solche Typen wie „","3":"|","4":"Klima","5":"|","6":"Klaus Kleber\" immer wieder"},{"1":"[cGLlxSEQ.txt, 16491]","2":"allem von dieser Seite zum","3":"|","4":"Klima","5":"|","6":"und zur Energiewende verbreitet wird"},{"1":"[cGLlxSEQ.txt, 16678]","2":"! Und was das fürs","3":"|","4":"Klima","5":"|","6":"bedeutet - Kühe sind ja"},{"1":"[cGLlxSEQ.txt, 18701]","2":"die Industrie, schlecht fürs","3":"|","4":"Klima","5":"|","6":"Studie: Elektroautos entlasten die"},{"1":"[cGLlxSEQ.txt, 19155]","2":"ab, deren Geschäftsmodell das","3":"|","4":"Klima","5":"|","6":"zerstört. Andere Reiche ziehen"},{"1":"[cMCqac9z.txt, 834]","2":"einräumt, dass sich das","3":"|","4":"Klima","5":"|","6":"in der Tat ändert,"},{"1":"[cMCqac9z.txt, 935]","2":"glaubt, dass sich das","3":"|","4":"Klima","5":"|","6":"wandelt. Er sagte:"},{"1":"[cMCqac9z.txt, 943]","2":"Er sagte: „ Das","3":"|","4":"Klima","5":"|","6":"ändert sich immer - das"},{"1":"[CnXzQZHa.txt, 689]","2":"einer politischen Wissenschaft bzgl.","3":"|","4":"Klima","5":"|","6":"… eine, in der"},{"1":"[CnXzQZHa.txt, 969]","2":"? Außerdem interessiert sie dieses","3":"|","4":"Klima","5":"|","6":"gar nicht. Es geht"},{"1":"[CpcDTj1d.txt, 1110]","2":". Eisbär, Wetter,","3":"|","4":"Klima","5":"|","6":", Molekülkes, Thermodynamik,"},{"1":"[CpcDTj1d.txt, 6780]","2":"mächtigen Zirkulation zu dem „","3":"|","4":"Klima","5":"|","6":"\", das wir haben"},{"1":"[ctcM69Wn.txt, 1796]","2":"Er weiss zu unterscheiden zwischen","3":"|","4":"Klima","5":"|","6":", Wetter, Umweltschutz und"},{"1":"[ctcM69Wn.txt, 2575]","2":". a. zuständig für","3":"|","4":"Klima","5":"|","6":", Energie, Landwirtschaft Unglaublich"},{"1":"[cu1VdPLM.txt, 321]","2":"wie keinen Einfluß auf das","3":"|","4":"Klima","5":"|","6":"hat, dem kann es"},{"1":"[cVZatMXB.txt, 3114]","2":"Waermeverteiler sind, die das","3":"|","4":"Klima","5":"|","6":"und die durchschnittlichen Temperaturen bestimmen"},{"1":"[cVZatMXB.txt, 8703]","2":"in Breiten die laut dem","3":"|","4":"Klima","5":"|","6":"SB Ansatz gar nicht so"},{"1":"[cVZatMXB.txt, 11487]","2":". Ich denke für das","3":"|","4":"Klima","5":"|","6":"sind die Mechansismen Konvektion,"},{"1":"[cwz9NNX9.txt, 463]","2":"( 49 Seiten ) dem","3":"|","4":"Klima","5":"|","6":"der Angst und Schuld,"},{"1":"[cwz9NNX9.txt, 752]","2":"überlebt haben, als das","3":"|","4":"Klima","5":"|","6":"wesentlich wärmer war als heute"},{"1":"[CyHjte38.txt, 3406]","2":", was Herr Lesch beim","3":"|","4":"Klima","5":"|","6":"für gravierende, negative Veränderungen"},{"1":"[d1NGHBs9.txt, 340]","2":"Sonnenwind und der Mond unser","3":"|","4":"Klima","5":"|","6":"und unsere Umwelt bestimmten."},{"1":"[D5EsCjEG.txt, 350]","2":"durch Reduktion von CO2 das","3":"|","4":"Klima","5":"|","6":"aufhalten will. Stellt man"},{"1":"[DaBZE2Nj.txt, 2]","2":"\"","3":"|","4":"Klima","5":"|","6":"\" und Wetter Alle Welt"},{"1":"[DaBZE2Nj.txt, 11]","2":"Alle Welt spricht vom „","3":"|","4":"Klima","5":"|","6":"\", meistens unheilverkündend und"},{"1":"[DaBZE2Nj.txt, 26]","2":"die Katastrophen-Meldungen der letzten „","3":"|","4":"Klima","5":"|","6":"\" -Konferenz im Unterbewusstsein des"},{"1":"[DaBZE2Nj.txt, 45]","2":"Einstimmung auf die nächste „","3":"|","4":"Klima","5":"|","6":"\" -Konferenz geschlagen. Bundeskanzlerin"},{"1":"[DaBZE2Nj.txt, 64]","2":"oft und gerne über „","3":"|","4":"Klima","5":"|","6":"\". „ Die Grünen"},{"1":"[DaBZE2Nj.txt, 77]","2":"; der angeblich bedrohliche „","3":"|","4":"Klima","5":"|","6":"\" -Wandel ist nach dem"},{"1":"[DaBZE2Nj.txt, 201]","2":"herrscht Einigkeit: Mit „","3":"|","4":"Klima","5":"|","6":"\" lässt sich einzigartig argumentieren"},{"1":"[DaBZE2Nj.txt, 294]","2":"Treibhausgas. Treibhausgas erzeugt „","3":"|","4":"Klima","5":"|","6":"\" -Erwärmung. „ Klima"},{"1":"[DaBZE2Nj.txt, 299]","2":"Klima\" -Erwärmung. „","3":"|","4":"Klima","5":"|","6":"\" -Erwärmung verursacht weltweit Katastrophen"},{"1":"[DaBZE2Nj.txt, 320]","2":"? Im Gegenteil: „","3":"|","4":"Klima","5":"|","6":"\" ist intensivst beackertes Lieblingsthema"},{"1":"[DaBZE2Nj.txt, 329]","2":"beackertes Lieblingsthema. Im „","3":"|","4":"Klima","5":"|","6":"\" -Theater gibt es täglich"},{"1":"[DaBZE2Nj.txt, 386]","2":"Meinungen und Warnungen zum „","3":"|","4":"Klima","5":"|","6":"\" -Wandel in die schier"},{"1":"[DaBZE2Nj.txt, 436]","2":"sicher ankern kann? „","3":"|","4":"Klima","5":"|","6":"\" ist ein vager Begriff"},{"1":"[DaBZE2Nj.txt, 449]","2":"ob wir vom Wetter-\"","3":"|","4":"Klima","5":"|","6":"\", Konsum-\" Klima"},{"1":"[DaBZE2Nj.txt, 454]","2":"Klima\", Konsum-\"","3":"|","4":"Klima","5":"|","6":"\", Verhandlungs-\" Klima"},{"1":"[DaBZE2Nj.txt, 459]","2":"Klima\", Verhandlungs-\"","3":"|","4":"Klima","5":"|","6":"\", Raum-\" Klima"},{"1":"[DaBZE2Nj.txt, 464]","2":"Klima\", Raum-\"","3":"|","4":"Klima","5":"|","6":"\" sprechen, stets geht"},{"1":"[DaBZE2Nj.txt, 505]","2":"( WMO ) definiert „","3":"|","4":"Klima","5":"|","6":"\" als den mindestens dreißigjährigen"},{"1":"[DaBZE2Nj.txt, 520]","2":"\". Folglich ist „","3":"|","4":"Klima","5":"|","6":"\" -Wissenschaft die Wissenschaft vom"},{"1":"[DaBZE2Nj.txt, 536]","2":"und der Wetterfolgen. „","3":"|","4":"Klima","5":"|","6":"\" ist definitionsgemäß ein auf"},{"1":"[DaBZE2Nj.txt, 563]","2":"Einzelgrößen ändert sich auch „","3":"|","4":"Klima","5":"|","6":"\", wenn überhaupt,"},{"1":"[DaBZE2Nj.txt, 576]","2":"oder gar dramatisch. „","3":"|","4":"Klima","5":"|","6":"\" ist äußerst träge."},{"1":"[DaBZE2Nj.txt, 586]","2":". Wer von dramatischem „","3":"|","4":"Klima","5":"|","6":"\" -Wandel\" spricht,"},{"1":"[DaBZE2Nj.txt, 608]","2":"als dass sich das „","3":"|","4":"Klima","5":"|","6":"\" dramatisch ändert. Nehmen"},{"1":"[DaBZE2Nj.txt, 620]","2":"zum Beispiel das für „","3":"|","4":"Klima","5":"|","6":"\" -Wissenschaft winzig anmutende Gebiet"},{"1":"[DaBZE2Nj.txt, 639]","2":"ihrem durch Temperatur beschriebenen „","3":"|","4":"Klima","5":"|","6":"\". Allein für diese"},{"1":"[DaBZE2Nj.txt, 737]","2":"nur das Wetter. „","3":"|","4":"Klima","5":"|","6":"\" kommt lange, lange"},{"1":"[DaBZE2Nj.txt, 752]","2":"Wetter gäbe es kein „","3":"|","4":"Klima","5":"|","6":"\". Aber umgekehrt wird"},{"1":"[DaBZE2Nj.txt, 774]","2":"Unmenge von Wetterdaten zu „","3":"|","4":"Klima","5":"|","6":"\" kondensiert wird, oder"},{"1":"[DaBZE2Nj.txt, 840]","2":", dramatisch sein. „","3":"|","4":"Klima","5":"|","6":"\" hat keine Folgen."},{"1":"[DaBZE2Nj.txt, 905]","2":"es nach Jahren des „","3":"|","4":"Klima","5":"|","6":"\" -Wahns und nach Jahren"},{"1":"[DaBZE2Nj.txt, 918]","2":"Vagheit kaum zu überbietenden „","3":"|","4":"Klima","5":"|","6":"\" -Wandel-Debatte zu erinnern."},{"1":"[DaBZE2Nj.txt, 947]","2":", wird man niemals „","3":"|","4":"Klima","5":"|","6":"\" beobachten oder erleben können"},{"1":"[DaBZE2Nj.txt, 967]","2":"Aber ist den mit „","3":"|","4":"Klima","5":"|","6":"\" Argumentierenden überhaupt an exakter"},{"1":"[DaBZE2Nj.txt, 998]","2":"Unwetters beseitigen? Ist „","3":"|","4":"Klima","5":"|","6":"\" nicht gerade deshalb so"},{"1":"[DaBZE2Nj.txt, 1171]","2":"Finanzierungs-Voraussetzung, dass das „","3":"|","4":"Klima","5":"|","6":"\" erkrankt sei. Das"},{"1":"[DaBZE2Nj.txt, 1204]","2":", dass sich das „","3":"|","4":"Klima","5":"|","6":"\" gefahrbringend entwickele, dass"},{"1":"[DaBZE2Nj.txt, 1220]","2":"riesige Gefahr unübersehbar schrecklicher „","3":"|","4":"Klima","5":"|","6":"\" -Folgen bestehe. Das"},{"1":"[DaBZE2Nj.txt, 1227]","2":"-Folgen bestehe. Das „","3":"|","4":"Klima","5":"|","6":"\" -Katastrophenpotential - eigentlich gemeint"},{"1":"[DaBZE2Nj.txt, 1677]","2":"voraussichtliche Entwicklung des weltweiten „","3":"|","4":"Klima","5":"|","6":"\". Die politische Kurzfassung"},{"1":"[DaBZE2Nj.txt, 1763]","2":"und voraussichtliche Entwicklung des „","3":"|","4":"Klima","5":"|","6":"\" keine politische sondern sie"},{"1":"[DaBZE2Nj.txt, 2726]","2":"„ Erderwärmung\", „","3":"|","4":"Klima","5":"|","6":"\" und „ Klimafolgen\""},{"1":"[DaBZE2Nj.txt, 2953]","2":"scheuklappenartig stets nur um „","3":"|","4":"Klima","5":"|","6":"\" und „ Klimakatastrophen\""},{"1":"[DaBZE2Nj.txt, 3099]","2":". Dort wird tatsächlich „","3":"|","4":"Klima","5":"|","6":"Angst\", benannt als"},{"1":"[DaBZE2Nj.txt, 3370]","2":"ist, die imaginäre „","3":"|","4":"Klima","5":"|","6":"\" -Debatte mit ihren völlig"},{"1":"[dC0JlEvd.txt, 972]","2":"Presse über Klimaabkühlung, „","3":"|","4":"Klima","5":"|","6":"wird kälter, Vorspiel für"},{"1":"[dC0JlEvd.txt, 4057]","2":"noch nichts genaues über das","3":"|","4":"Klima","5":"|","6":"wüsste, weil die Ergebnisse"},{"1":"[dC0JlEvd.txt, 5783]","2":"System wie dem Wetter/","3":"|","4":"Klima","5":"|","6":"die Indizien eindeutig. Und"},{"1":"[dC0JlEvd.txt, 5894]","2":"vergeht. Das ist beim","3":"|","4":"Klima","5":"|","6":"nicht anders. Und das"},{"1":"[dfD9e8fD.txt, 7]","2":"fünfzig Jahren, als das","3":"|","4":"Klima","5":"|","6":"noch nicht so kontrovers war"},{"1":"[dfD9e8fD.txt, 476]","2":"scheint gewiss: dass das","3":"|","4":"Klima","5":"|","6":"im Bereich atmosphärischer Wissenschaft und"},{"1":"[DirJ9D7j.txt, 780]","2":"wollte. CO2 macht das","3":"|","4":"Klima","5":"|","6":"heißt, weil die derzeitige"},{"1":"[DlbD6EWY.txt, 82]","2":", wir Menschen könnten das","3":"|","4":"Klima","5":"|","6":"nach unseren Wünschen steuern!"},{"1":"[DlbD6EWY.txt, 3600]","2":"solange es kein anderes politisch-gesellschafltiches","3":"|","4":"Klima","5":"|","6":"gibt wie das derzeitig solange"},{"1":"[DpbVd032.txt, 1096]","2":"Kapitalisten ausgebeutet? Wird das","3":"|","4":"Klima","5":"|","6":"unkontrollierbar heißer durch CO2?"},{"1":"[DPo6t6NG.txt, 456]","2":"auf das Wetter und das","3":"|","4":"Klima","5":"|","6":". 2. ) Daneben"},{"1":"[DPo6t6NG.txt, 575]","2":"auf alle Fälle nicht dem","3":"|","4":"Klima","5":"|","6":". Es handelt sich um"},{"1":"[dpQM9oqW.txt, 1664]","2":"zu verhindern, egal welches","3":"|","4":"Klima","5":"|","6":"und welche natürlichen Umstände gerade"},{"1":"[dU37xtOc.txt, 1]","2":"","3":"|","4":"Klima","5":"|","6":"- Monitoring Dr. Horst"},{"1":"[dUSAtVi8.txt, 35]","2":"Zirkulationsmodellen, mit denen das","3":"|","4":"Klima","5":"|","6":"prophezeit wird. Falls der"},{"1":"[DvXBMAm4.txt, 104]","2":"nur minimal Einfluss auf das","3":"|","4":"Klima","5":"|","6":"haben. Neueste Kommentare"},{"1":"[dYhcUOzd.txt, 1687]","2":", nicht nur in Sachen","3":"|","4":"Klima","5":"|","6":". Auch in der Sache"},{"1":"[EapEOqQt.txt, 362]","2":"messbaren menschlichen Einfluss auf das","3":"|","4":"Klima","5":"|","6":"gibt. Dem habe ich"},{"1":"[EapEOqQt.txt, 495]","2":"unseres derzeitigen Wissens bzgl.","3":"|","4":"Klima","5":"|","6":"und unserer Fähigkeit, dieses"},{"1":"[EapEOqQt.txt, 632]","2":"Auswirkungen der Sonne auf das","3":"|","4":"Klima","5":"|","6":"der Erde zu berücksichtigen und"},{"1":"[EapEOqQt.txt, 829]","2":"einen signifikanten Einfluss auf das","3":"|","4":"Klima","5":"|","6":"' haben, sind unaufrichtig"},{"1":"[EapEOqQt.txt, 1791]","2":"eindeutige Kopplung zwischen Sonne und","3":"|","4":"Klima","5":"|","6":"und eine sehr starke natürliche"},{"1":"[eCa5qFvc.txt, 483]","2":"der Sendung der Zusammenhang zwischen","3":"|","4":"Klima","5":"|","6":"und Klimawandel nicht erwähnt worden"},{"1":"[eCa5qFvc.txt, 641]","2":"belegt werden konnten. Das","3":"|","4":"Klima","5":"|","6":"als statistische Größe ändert sich"},{"1":"[eCa5qFvc.txt, 784]","2":", dem europäischen Institut für","3":"|","4":"Klima","5":"|","6":"und Energie ( Eike )"},{"1":"[eCa5qFvc.txt, 1688]","2":"über Windenergie-Konflikte die Worte\"","3":"|","4":"Klima","5":"|","6":"\" bzw.\" Klimawandel"},{"1":"[EfIjLStA.txt, 688]","2":"denen es um Wetter,","3":"|","4":"Klima","5":"|","6":"und Umweltthemen ging. Der"},{"1":"[EFO9nfx2.txt, 4269]","2":"nur wiederholen… Arten-Sterben durch","3":"|","4":"Klima","5":"|","6":": ein IPCC-Konstrukt Und weiter"},{"1":"[EFO9nfx2.txt, 5069]","2":"mehr ausstoßen, kehrt das","3":"|","4":"Klima","5":"|","6":"von alleine wieder zu seinem"},{"1":"[EFO9nfx2.txt, 8052]","2":"/ 2010; H.BORN:","3":"|","4":"Klima","5":"|","6":"- Mängel, Behauptungen,"},{"1":"[EFO9nfx2.txt, 9464]","2":"Es geht nicht um das","3":"|","4":"Klima","5":"|","6":", es geht darum,"},{"1":"[EHEL4cX3.txt, 337]","2":"Sonnenwind und der Mond unser","3":"|","4":"Klima","5":"|","6":"und unsere Umwelt bestimmten."},{"1":"[eqZ6aVic.txt, 399]","2":"mit den 5 Testloks dem","3":"|","4":"Klima","5":"|","6":"insgesamt 3.200 Tonnen CO2 erspart"},{"1":"[eqZ6aVic.txt, 558]","2":"klimaretter.info: E-Loks sollen fürs","3":"|","4":"Klima","5":"|","6":"rollen… Ein weiterer Vorschlag"},{"1":"[eqZ6aVic.txt, 611]","2":". „ Aber für das","3":"|","4":"Klima","5":"|","6":"wäre mehr getan, wenn"},{"1":"[eqZ6aVic.txt, 1103]","2":"mit den 5 Testloks dem","3":"|","4":"Klima","5":"|","6":"insgesamt 3.2000 Tonnen CO2 erspart"},{"1":"[ESitfkFA.txt, 84]","2":"menschlich speziell wenn Politiker über","3":"|","4":"Klima","5":"|","6":"reden oder sogar „ Klima-Ziele"},{"1":"[ESitfkFA.txt, 107]","2":"Nachdem die Sache mit dem","3":"|","4":"Klima","5":"|","6":"bei der Pariser Konferenz geregelt"},{"1":"[etSypWfN.txt, 75]","2":"zum Thema „ Sonne/","3":"|","4":"Klima","5":"|","6":"\". Die erste,"},{"1":"[eU9qBhVG.txt, 2034]","2":"Kinder mißbraucht, um das","3":"|","4":"Klima","5":"|","6":"zu retten, indem sie"},{"1":"[ewoDBeMH.txt, 1587]","2":"nur ein Vorwand, das","3":"|","4":"Klima","5":"|","6":"ebenso. Libertaddigital publiziert einen"},{"1":"[eZkcwkk2.txt, 735]","2":", welche behaupten, das","3":"|","4":"Klima","5":"|","6":"für 80 bis 100 Jahre"},{"1":"[f07QzSsw.txt, 77]","2":"zu einem breiteren Verständnis von","3":"|","4":"Klima","5":"|","6":"und Klimawandel gekommen war."},{"1":"[fbbR5Ryh.txt, 234]","2":"den Übergang zu einem kälteren","3":"|","4":"Klima","5":"|","6":"ist. Diese Meridionalisierung ist"},{"1":"[fbbR5Ryh.txt, 4169]","2":"erkennen das Irland ein anderes","3":"|","4":"Klima","5":"|","6":"erlebt wie Mitteleuropa. Der"},{"1":"[fbbR5Ryh.txt, 4701]","2":"\". Ausgangspunkt für unser","3":"|","4":"Klima","5":"|","6":"und Wetter ist und bleibt"},{"1":"[fbbR5Ryh.txt, 4724]","2":"/ Eigenheiten beschäftigen um unser","3":"|","4":"Klima","5":"|","6":"/ Wetter besser zu verstehen"},{"1":"[fBE4yYi7.txt, 412]","2":", Experte für Energie und","3":"|","4":"Klima","5":"|","6":"an der Stanford University,"},{"1":"[FBIfuKWD.txt, 3412]","2":". Es wird im Bereich","3":"|","4":"Klima","5":"|","6":", gerade auch hier,"},{"1":"[FD7Mq8TL.txt, 1104]","2":"Prophet und Papstflüsterer Schellnhuber's vorgeblichem","3":"|","4":"Klima","5":"|","6":"\" schutz\". Zur"},{"1":"[fG9CKCOI.txt, 9]","2":"Studien zu Sonne vs.","3":"|","4":"Klima","5":"|","6":"„ Wir bestätigen das Auftreten"},{"1":"[fG9CKCOI.txt, 64]","2":"11-Jahre-Sonnenzyklus ( SC ) das","3":"|","4":"Klima","5":"|","6":"der Erde beeinflussen könnte,"},{"1":"[fG9CKCOI.txt, 675]","2":"solaren Einfluss auf das tatsächliche","3":"|","4":"Klima","5":"|","6":", obwohl es starke Beweise"},{"1":"[fG9CKCOI.txt, 1131]","2":"„ Ein wärmeres und nasseres","3":"|","4":"Klima","5":"|","6":"herrscht seit ~ 4800 Jahren"},{"1":"[fG9CKCOI.txt, 1985]","2":"Mittelalterlichen Warmzeit war das nassere","3":"|","4":"Klima","5":"|","6":"in diesem Gebiet konsistent mit"},{"1":"[fG9CKCOI.txt, 2971]","2":", 2017: Das globale","3":"|","4":"Klima","5":"|","6":"ist ein quasi-periodisch getriebenes dynamisches"},{"1":"[fG9CKCOI.txt, 3448]","2":"eine messbare Auswirkung auf das","3":"|","4":"Klima","5":"|","6":"der Erde, wie das"},{"1":"[fG9CKCOI.txt, 4470]","2":"Luftverschmutzungsgrad steuern im wesentlichen das","3":"|","4":"Klima","5":"|","6":"auf der Erde! Nur"},{"1":"[fT131EYV.txt, 2579]","2":"welcher Unterschied/ Zusammenhang zwischen","3":"|","4":"Klima","5":"|","6":"und Wetter existiert, -"},{"1":"[fWBqXcwW.txt, 37]","2":"Wellen, wenn es um","3":"|","4":"Klima","5":"|","6":"und Energie geht. Herr"},{"1":"[Fwc2nApo.txt, 113]","2":"EIKE ( Europäisches Institut für","3":"|","4":"Klima","5":"|","6":"und Energie ) Tel:"},{"1":"[Fwc2nApo.txt, 211]","2":"EIKE ( Europäisches Institut für","3":"|","4":"Klima","5":"|","6":"und Energie ) Tel:"},{"1":"[Fwc2nApo.txt, 244]","2":"Da die Halbinsel das mildeste","3":"|","4":"Klima","5":"|","6":"der Antarktis aufweist ( Temperaturen"},{"1":"[Fwc2nApo.txt, 810]","2":"EIKE ( Europäisches Institut für","3":"|","4":"Klima","5":"|","6":"und Energie ) Tel:"},{"1":"[Fwc2nApo.txt, 1116]","2":"Die AAO beeinflusst demnach das","3":"|","4":"Klima","5":"|","6":"über einem Großteil der Südhemisphäre"},{"1":"[Fwc2nApo.txt, 2257]","2":"\" die Sonne steuert unser","3":"|","4":"Klima","5":"|","6":"\". mfg Sie schreiben"},{"1":"[G1re3xPS.txt, 1920]","2":"nach Ihrem Urteil dem realen","3":"|","4":"Klima","5":"|","6":"zumindest qualitativ näher? Daß"},{"1":"[G1re3xPS.txt, 13713]","2":": Erstens existiert kein globales","3":"|","4":"Klima","5":"|","6":", was sich aus der"},{"1":"[G1re3xPS.txt, 14527]","2":"auch Angaben über dort herrschendes","3":"|","4":"Klima","5":"|","6":"nicht gemacht werden können."},{"1":"[G1re3xPS.txt, 14571]","2":"kann also nicht auf ein","3":"|","4":"Klima","5":"|","6":"geschlossen werden! Und schon"},{"1":"[G1re3xPS.txt, 14704]","2":"ums Wetter: eigentlich für","3":"|","4":"Klima","5":"|","6":"geht. Wozu auch Manche"},{"1":"[G1re3xPS.txt, 14911]","2":"und Vorgaben der Wissenschaftstheorie.","3":"|","4":"Klima","5":"|","6":"ist per Definition lokal und"},{"1":"[ghsexJeL.txt, 308]","2":"Ohne Begrünung - kein ausgeglichenes","3":"|","4":"Klima","5":"|","6":": ein Wald mit Wasser"},{"1":"[Gk6DTasC.txt, 3158]","2":"\" forscht zumindest nicht zum","3":"|","4":"Klima","5":"|","6":": Francois Gemenne: He"},{"1":"[gKWD53gh.txt, 981]","2":"sie nichts dergleichen beim Thema","3":"|","4":"Klima","5":"|","6":", obwohl dies eines der"},{"1":"[gKWD53gh.txt, 1942]","2":"was wir glauben über das","3":"|","4":"Klima","5":"|","6":"zu wissen. Während gute"},{"1":"[gKWD53gh.txt, 2587]","2":", was wir über das","3":"|","4":"Klima","5":"|","6":"zu wissen glauben. Als"},{"1":"[gmsEfrOn.txt, 679]","2":", schon gar nicht das","3":"|","4":"Klima","5":"|","6":"… schreibt, bereits im"},{"1":"[gmsEfrOn.txt, 1323]","2":"Weise, nur dem hirnlosen","3":"|","4":"Klima","5":"|","6":"zuliebe, die Umweltschraube immer"},{"1":"[gmsEfrOn.txt, 2213]","2":"ist, dass angeblich das","3":"|","4":"Klima","5":"|","6":"geschützt würde, aber tatsächlich"},{"1":"[gmsEfrOn.txt, 2742]","2":"die Elektromobilität im Hinblick auf","3":"|","4":"Klima","5":"|","6":"und Umweltverschmutzung keinen signifikanten Vorteil"},{"1":"[gOLdQ1tG.txt, 1807]","2":"die Atmosphäre Einfluss auf das","3":"|","4":"Klima","5":"|","6":"haben würde. Mühsam,"},{"1":"[GSrCmZNc.txt, 575]","2":"Kann der Mensch das „","3":"|","4":"Klima","5":"|","6":"retten\"? Die menschengemachte"},{"1":"[gxMmlqQd.txt, 1888]","2":"während einer Zeit mit stabilem","3":"|","4":"Klima","5":"|","6":". Aber anderswo, wie"},{"1":"[gxMmlqQd.txt, 2504]","2":"doch an ein sehr kaltes","3":"|","4":"Klima","5":"|","6":"anpassen. Während dieser Periode"},{"1":"[H22QZjxu.txt, 31]","2":"500 Milliarden Dollar für das","3":"|","4":"Klima","5":"|","6":"auszugeben - etwa 13 Prozent"},{"1":"[H22QZjxu.txt, 51]","2":"Prozent ihres Budgets für das","3":"|","4":"Klima","5":"|","6":"ausgeben. Die meisten reichen"},{"1":"[H22QZjxu.txt, 447]","2":"sich Politiker zwanghaft auf das","3":"|","4":"Klima","5":"|","6":". Wachstumskillende „ Lösungen\""},{"1":"[h8Ifb82F.txt, 545]","2":", den das Stichwort „","3":"|","4":"Klima","5":"|","6":"\" auslöst, und derzeit"},{"1":"[h8Ifb82F.txt, 783]","2":"gegen ein Virus oder das","3":"|","4":"Klima","5":"|","6":"richtet, kommt mehr und"},{"1":"[h8Ifb82F.txt, 823]","2":"meinetwegen ein Hochschulprofessor in Sachen","3":"|","4":"Klima","5":"|","6":"oder Corona nicht so tut"},{"1":"[Hcay7oym.txt, 203]","2":"Auswirkung der Erwärmung auf das","3":"|","4":"Klima","5":"|","6":"war unklar. „ Wir"},{"1":"[HCU5xTtm.txt, 6003]","2":"zu gefährlich? Nein.","3":"|","4":"Klima","5":"|","6":"ist bedroht durch CO2?"},{"1":"[HDjpJ1ee.txt, 343]","2":"Beweise zwingend: Das globale","3":"|","4":"Klima","5":"|","6":"verändert sich, während die"},{"1":"[Hdke0x8r.txt, 400]","2":"Gericht hinsteuere oder dass das","3":"|","4":"Klima","5":"|","6":"letztlich für den Gang sämtlicher"},{"1":"[HOQ6bv1k.txt, 354]","2":"jeden, der mit dem","3":"|","4":"Klima","5":"|","6":"vertraut ist. Man denke"},{"1":"[HOQ6bv1k.txt, 1642]","2":"steht EL Nino gegen das","3":"|","4":"Klima","5":"|","6":"der Pole. Ebenso wie"},{"1":"[HOQ6bv1k.txt, 2029]","2":"aus wissenschaftlicher Sicht zum Thema","3":"|","4":"Klima","5":"|","6":"gelesen hat. Fürs erste"},{"1":"[hOzbuqn2.txt, 802]","2":"unter dem Sammeltitel „ Ernstfall","3":"|","4":"Klima","5":"|","6":"\" jeden Tag bis zum"},{"1":"[hOzbuqn2.txt, 2653]","2":"die Sonnenenergie und erwärmt das","3":"|","4":"Klima","5":"|","6":"!\" ( Prof."},{"1":"[hOzbuqn2.txt, 2683]","2":"die Beziehung zwischen Mensch und","3":"|","4":"KLIMA","5":"|","6":"ist.\" „ Der"},{"1":"[hOzbuqn2.txt, 2773]","2":"uns seine Ansichten über das","3":"|","4":"Klima","5":"|","6":"zu oktroyieren, ziemlich strapaziös"},{"1":"[hOzbuqn2.txt, 3290]","2":"ÖR in Punkto Berichterstattung zum","3":"|","4":"Klima","5":"|","6":"ist kaum noch zu überbieten"},{"1":"[HTyXuPPv.txt, 212]","2":"„ Alle Wetter, das","3":"|","4":"Klima","5":"|","6":"- lasst uns darüber reden"},{"1":"[HTyXuPPv.txt, 1375]","2":"was tun, um das","3":"|","4":"Klima","5":"|","6":"wieder zurück/ runterzudrehen\""},{"1":"[HTyXuPPv.txt, 1689]","2":"Einflüsse gibt, die das","3":"|","4":"Klima","5":"|","6":"beeinflussen. Damit befinden sich"},{"1":"[ie2QLMAl.txt, 3728]","2":". Im Uebrigen haben sie","3":"|","4":"Klima","5":"|","6":"und Wetter in die Diskussion"},{"1":"[ie2QLMAl.txt, 7020]","2":"machen, der ändert sein","3":"|","4":"Klima","5":"|","6":"die kommenden 100 Jahre wohl"},{"1":"[ie2QLMAl.txt, 7226]","2":"Anzeige des statistischen Wertes „","3":"|","4":"Klima","5":"|","6":"\" beruhen nicht auf Physik"},{"1":"[ie2QLMAl.txt, 7643]","2":"zu stecken und damit das","3":"|","4":"Klima","5":"|","6":"vorauszuberechnen… dazu fehlt mir"},{"1":"[ie2QLMAl.txt, 20604]","2":". Gleicher Effekt wie beim","3":"|","4":"Klima","5":"|","6":". Mehr CO2 erwärmt,"},{"1":"[ie2QLMAl.txt, 21865]","2":", wird weiter das „","3":"|","4":"Klima","5":"|","6":"gerettet\" was das Zeug"},{"1":"[ie2QLMAl.txt, 22323]","2":"Im Lehrbuch „ Witterung und","3":"|","4":"Klima","5":"|","6":"\" Hrsg: P.Hupfer/"},{"1":"[ilAwSRk7.txt, 749]","2":"natürlich Wetter - und nicht","3":"|","4":"Klima","5":"|","6":". Auffällig war, dass"},{"1":"[iMiCxNnC.txt, 267]","2":", dass der Mensch das","3":"|","4":"Klima","5":"|","6":"verändert hatte. » Was"},{"1":"[iMiCxNnC.txt, 600]","2":"auf das Europäische Institut für","3":"|","4":"Klima","5":"|","6":"und Energie ( Eike )"},{"1":"[iMiCxNnC.txt, 1553]","2":". Wer Liebs Wahrheiten zu","3":"|","4":"Klima","5":"|","6":", Solarpanels oder Einspeisevergütungen nicht"},{"1":"[iMRb6Oxc.txt, 2165]","2":"einen Einfluss hat auf das","3":"|","4":"Klima","5":"|","6":"erscheint mir absolut glaubhaft."},{"1":"[iMRb6Oxc.txt, 2429]","2":"Einfluß haben muß auf das","3":"|","4":"Klima","5":"|","6":". Erstaunlicherweise hat es das"},{"1":"[iMRb6Oxc.txt, 2467]","2":"glauben, daß dadurch das","3":"|","4":"Klima","5":"|","6":"beeinflußt wird. Die Masse"},{"1":"[inYvnfQi.txt, 1740]","2":"der bisherigen Erwärmung. Die","3":"|","4":"Klima","5":"|","6":"Lobby behauptet: „ es"},{"1":"[inYvnfQi.txt, 1778]","2":". 4 ) Widersprüche der","3":"|","4":"Klima","5":"|","6":"Lobby Wenn der heutige CO2"},{"1":"[ITa5ePEq.txt, 100]","2":". Es herrscht ein arktisches","3":"|","4":"Klima","5":"|","6":"mit wenig Niederschlag. Kaktovik"},{"1":"[iz5ZvtTG.txt, 1805]","2":"sich seiner Meinung nach das","3":"|","4":"Klima","5":"|","6":"tatsächlich erwärmt. Er glaubt"},{"1":"[iz5ZvtTG.txt, 2735]","2":"\". Soll uns beim","3":"|","4":"Klima","5":"|","6":"suggeriert werden, dass Temperaturen"},{"1":"[JATGQg3M.txt, 140]","2":"bekannte Fachperson* innen für","3":"|","4":"Klima","5":"|","6":"und Energie waren davon begeistert"},{"1":"[JATGQg3M.txt, 1968]","2":"Titel „ Kaffee trinken fürs","3":"|","4":"Klima","5":"|","6":"\"! Nun, ich"},{"1":"[jbVAXV3F.txt, 697]","2":"gute Nachrichten sowohl für das","3":"|","4":"Klima","5":"|","6":"als auch für die Industrie"},{"1":"[JfhuB390.txt, 982]","2":"menschlichen Bedürfnisse. Für das","3":"|","4":"Klima","5":"|","6":"ist es unbedeutend, einerseits"},{"1":"[JfhuB390.txt, 1292]","2":"anthropogen beeinflussbarer Steuerungsfaktor für das","3":"|","4":"Klima","5":"|","6":"( 2 ° C-Ziel!"},{"1":"[JfhuB390.txt, 1317]","2":"( Verzicht! ) das","3":"|","4":"Klima","5":"|","6":"retten zu wollen. Deutschland"},{"1":"[JfhuB390.txt, 1459]","2":"des Einflusses von CO2auf das","3":"|","4":"Klima","5":"|","6":"Es stehen sich gegenüber in"},{"1":"[JfhuB390.txt, 1488]","2":"einen Einfluss des CO2auf das","3":"|","4":"Klima","5":"|","6":"der Erde und damit den"},{"1":"[JfhuB390.txt, 2847]","2":"der Gesellschaft heißt, „","3":"|","4":"Klima","5":"|","6":"retten\". Und das"},{"1":"[JfhuB390.txt, 3373]","2":"Ich wähle mittlerweile wegen der","3":"|","4":"Klima","5":"|","6":"/ Energie-Politik eine andere Partei"},{"1":"[JFTy3k5R.txt, 5]","2":"Reyer bei Gesprächen über","3":"|","4":"Klima","5":"|","6":"im Jahre 2010: Ich"},{"1":"[JFTy3k5R.txt, 262]","2":"um 4 ° C wärmere","3":"|","4":"Klima","5":"|","6":"mit einem CO2-Gehalt von 1700"},{"1":"[JFTy3k5R.txt, 272]","2":"1700 ppm war ein stabiles","3":"|","4":"Klima","5":"|","6":". Das Ökosystem, dass"},{"1":"[JFTy3k5R.txt, 395]","2":"Falls die USA ein ähnliches","3":"|","4":"Klima","5":"|","6":"hätten wie das tropische Indonesien"},{"1":"[JFTy3k5R.txt, 595]","2":"zu überwinden und ein besseres","3":"|","4":"Klima","5":"|","6":"hervorzubringen als unser gegenwärtiges für"},{"1":"[JFTy3k5R.txt, 603]","2":"unser gegenwärtiges für Eiszeiten anfällige","3":"|","4":"Klima","5":"|","6":". Link: http://wattsupwiththat.com/2015/04/14/claim-economic-collapse-will-prevent-catastrophic-global-warming/ Übersetzt"},{"1":"[JFTy3k5R.txt, 1026]","2":"5500 v.Chr. wurde das","3":"|","4":"Klima","5":"|","6":"um 2… 3 Grad"},{"1":"[JFTy3k5R.txt, 1096]","2":"erst so trocken als das","3":"|","4":"Klima","5":"|","6":"sich abkühlte.\" Die"},{"1":"[JFTy3k5R.txt, 1408]","2":"hat sich professionell mit dem","3":"|","4":"Klima","5":"|","6":"zu beschäftigen muß doch wissen"},{"1":"[JFTy3k5R.txt, 1530]","2":"erst so trocken als das","3":"|","4":"Klima","5":"|","6":"sich abkühlte. Wie passen"},{"1":"[jfu1ybco.txt, 614]","2":"die Wikinger ein sehr mildes","3":"|","4":"Klima","5":"|","6":"aufwies und im 14."},{"1":"[JhfpFTSa.txt, 1389]","2":"Austoßes willen, um das","3":"|","4":"Klima","5":"|","6":"zu retten. Aber dann"},{"1":"[Jk5GWWCS.txt, 2661]","2":"ordentlichen Sendung über Wetter und","3":"|","4":"Klima","5":"|","6":"( CO2 wurde kaum erwähnt"},{"1":"[Jk5GWWCS.txt, 3141]","2":"Flugverkehr verursachten Eiswolken auf das","3":"|","4":"Klima","5":"|","6":"konnte erstmals bestimmt werden und"},{"1":"[Jk5GWWCS.txt, 3599]","2":"die Begriffe von Wetter und","3":"|","4":"Klima","5":"|","6":"scharf definieren und nochmal die"},{"1":"[JLHeYhsg.txt, 124]","2":"Einfluss kosmischer Strahlung auf das","3":"|","4":"Klima","5":"|","6":"- Neueste Forschungsergebnisse und ihre"},{"1":"[JLHeYhsg.txt, 345]","2":"Einfluss kosmischer Strahlung auf das","3":"|","4":"Klima","5":"|","6":"\" Neueste Forschungsergebnisse und ihre"},{"1":"[JLHeYhsg.txt, 594]","2":"die Tatsache, dass das","3":"|","4":"Klima","5":"|","6":"- wenn auch in stetigem"},{"1":"[JLHeYhsg.txt, 1898]","2":"Thema Wetter und seiner Statistik","3":"|","4":"Klima","5":"|","6":"war ich verwundert, dass"},{"1":"[JMUZb32i.txt, 4369]","2":"mit den Fahrzeugen gleichzeitig das","3":"|","4":"Klima","5":"|","6":". Warum fragen Sie,"},{"1":"[JMUZb32i.txt, 4389]","2":"In Bezug auf Elektroauto/","3":"|","4":"Klima","5":"|","6":"und den damit verbundenen Lügen"},{"1":"[jO3FQW9K.txt, 872]","2":"Tatsache, daß sich das","3":"|","4":"Klima","5":"|","6":"von Jahr zu Jahr und"},{"1":"[jSmZQWXj.txt, 85]","2":"denn ein statischen, festes","3":"|","4":"Klima","5":"|","6":"gibt es genauso wenig,"},{"1":"[jSmZQWXj.txt, 97]","2":"ein statisches Wetter, weil","3":"|","4":"Klima","5":"|","6":"nichts anderes als dessen statistischer"},{"1":"[jVcBQ5by.txt, 768]","2":"weil die Diskussion um das","3":"|","4":"Klima","5":"|","6":"nicht bestimmt ist von Sachlichkeit"},{"1":"[jVcBQ5by.txt, 783]","2":"Manipulation. Dadurch wird ein","3":"|","4":"Klima","5":"|","6":"der Bevormundung und des Vorwurfs"},{"1":"[jVcBQ5by.txt, 1168]","2":"eine sachliche Diskussion zum Thema","3":"|","4":"Klima","5":"|","6":". Es muss Schluss sein"},{"1":"[jVcBQ5by.txt, 1368]","2":"dafür einzusetzen. Klima-der-Vernunft@web.de oder","3":"|","4":"Klima","5":"|","6":"der Vernunft Dr. Rolf"},{"1":"[kBgElSRl.txt, 1586]","2":"in tugendhaftem Kampf für unser","3":"|","4":"Klima","5":"|","6":"und hinterlässt einen kleinen Fußabdruck"},{"1":"[kBgElSRl.txt, 1668]","2":"Geht gar nicht - wegen","3":"|","4":"Klima","5":"|","6":"! - und wird bald"},{"1":"[KflLaecO.txt, 215]","2":"Venedig und die Unwissenheit der","3":"|","4":"Klima","5":"|","6":"Angstmacher\" Das Argument des"},{"1":"[KflLaecO.txt, 432]","2":"dann damals auch schon das","3":"|","4":"Klima","5":"|","6":"verantwortlich? Oder treten Unwetter"},{"1":"[kFrj8rh9.txt, 161]","2":". Das verhält sich beim","3":"|","4":"Klima","5":"|","6":"praktischerweise anders: Es handelt"},{"1":"[Khiz2OTx.txt, 760]","2":"Zeiten mit gemässigterem und zuträglicherem","3":"|","4":"Klima","5":"|","6":"zu erleben. » Freuen"},{"1":"[Khiz2OTx.txt, 1332]","2":"auf das Wetter und das","3":"|","4":"Klima","5":"|","6":"und da wird ja eine"},{"1":"[kME7Yipc.txt, 751]","2":"( Wetter, Witterung und","3":"|","4":"Klima","5":"|","6":"). Lange Wellen verlagern"},{"1":"[KN6N4mgr.txt, 129]","2":", die ein sich änderndes","3":"|","4":"Klima","5":"|","6":"für die militärische Bereitschaft mit"},{"1":"[KN6N4mgr.txt, 256]","2":", Direktor des Zentrums für","3":"|","4":"Klima","5":"|","6":"und Sicherheit, das die"},{"1":"[KnXfN16s.txt, 532]","2":"machen theoretische Berechnungen der „","3":"|","4":"Klima","5":"|","6":"\" -Dynamik mit beliebigen Werten"},{"1":"[kqyLuJsx.txt, 33]","2":". Aber der Gedanke an","3":"|","4":"Klima","5":"|","6":"zieht sich - zumindest für"},{"1":"[KRZdbLAP.txt, 1101]","2":". Darin sind sich die","3":"|","4":"Klima","5":"|","6":"- Alarmisten einig, nur"},{"1":"[KRZdbLAP.txt, 4283]","2":"Skunk. Mit Ihrem „","3":"|","4":"Klima","5":"|","6":"\" der Denunziation, der"},{"1":"[KsfZMHJm.txt, 73]","2":"als 25 Jahren im Bereich","3":"|","4":"Klima","5":"|","6":"gearbeitet und geforscht hat,"},{"1":"[KWzNIjtA.txt, 1879]","2":"war, dass Geographie und","3":"|","4":"Klima","5":"|","6":"die Bühne und Historie das"},{"1":"[kZp4fsNb.txt, 1032]","2":"wie man eine Sache (","3":"|","4":"Klima","5":"|","6":") so erklärt, um"},{"1":"[kzUTgSri.txt, 2729]","2":"In Deutschland hat sich ein","3":"|","4":"Klima","5":"|","6":"der Angst entwickelt, jedes"},{"1":"[L61tMUHV.txt, 3775]","2":"in Verbindung mit den Wörtern","3":"|","4":"Klima","5":"|","6":"oder Erwärmung ( Beispiel:"},{"1":"[l6gcmaxs.txt, 199]","2":"Menschen decken. Da das","3":"|","4":"Klima","5":"|","6":"recht mild ist und so"},{"1":"[lFbtOMYc.txt, 19]","2":"Unsicherheiten in unserem Verständnis von","3":"|","4":"Klima","5":"|","6":"und Klimawandel gibt. Die"},{"1":"[lFbtOMYc.txt, 171]","2":"erhöhtes CO2-Niveau und ein wärmeres","3":"|","4":"Klima","5":"|","6":"noch unentdeckte Vorteile für die"},{"1":"[LFc0ecZC.txt, 256]","2":"es unmöglich ist, das","3":"|","4":"Klima","5":"|","6":"der Erde repräsentierende Computermodelle zu"},{"1":"[LgMzQtiO.txt, 3046]","2":"sind Grün und retten das","3":"|","4":"Klima","5":"|","6":"."},{"1":"[LHa57jiW.txt, 1588]","2":"Soll der Themenkomplex Energie,","3":"|","4":"Klima","5":"|","6":", Technik und Infrastruktur in"},{"1":"[LHa57jiW.txt, 1610]","2":"Nein ( Rest Enthaltungen )","3":"|","4":"Klima","5":"|","6":"Sollte Deutschland die von der"},{"1":"[LHa57jiW.txt, 1654]","2":"allem eine ideologiefreie Forschung zum","3":"|","4":"Klima","5":"|","6":"betreiben? 75,8% Ja"},{"1":"[LHrw8PIY.txt, 199]","2":") Löwen gejagt und das","3":"|","4":"Klima","5":"|","6":"geändert. MfG Günter Braun"},{"1":"[LkrozPrQ.txt, 204]","2":"Kalkül, könne man das","3":"|","4":"Klima","5":"|","6":"des Planeten retten, das"},{"1":"[LkrozPrQ.txt, 277]","2":"Flüge ist eingebrochen. Das","3":"|","4":"Klima","5":"|","6":"ist, in der Erzählung"},{"1":"[LLS08Ky2.txt, 884]","2":"EIKE Ihre Wortschöpfungen in Sachen","3":"|","4":"Klima","5":"|","6":"werden langsam langweilig. Auch"},{"1":"[lO7nFRDB.txt, 632]","2":"Das schützt nicht nur das","3":"|","4":"Klima","5":"|","6":", sondern bringt auch den"},{"1":"[LqwK3s47.txt, 1526]","2":"einen signifikanten Einfluß auf das","3":"|","4":"Klima","5":"|","6":"im Sinne einer Erwärmung haben"},{"1":"[lr7PkJaP.txt, 1980]","2":"Wahrheit ist, dass das","3":"|","4":"Klima","5":"|","6":"eine extrem komplizierte, noch"},{"1":"[lr7PkJaP.txt, 2005]","2":"einen Einfluss auf das globale","3":"|","4":"Klima","5":"|","6":"haben, gibt es wenig"},{"1":"[lRL8JWFB.txt, 1000]","2":"gibt es nämlich nicht.","3":"|","4":"Klima","5":"|","6":"ist per Definition ein 30jähriges"},{"1":"[Lt8GtqBq.txt, 113]","2":"aus dem Weltall, das","3":"|","4":"Klima","5":"|","6":"beeinflussen. Treffen solche Partikel"},{"1":"[ltYlBzue.txt, 613]","2":"sie die „ Pflicht das","3":"|","4":"Klima","5":"|","6":"gegen die Kraftwerke zu retten"},{"1":"[ltYlBzue.txt, 633]","2":"somit steht die Rettung des","3":"|","4":"Klima","5":"|","6":"an erster Stelle. Noch"},{"1":"[Lu2TW19V.txt, 26]","2":"es nur am Rande um","3":"|","4":"Klima","5":"|","6":"oder Energie, sondern eher"},{"1":"[LVEW7eaQ.txt, 3104]","2":"für das historische und zukünftige","3":"|","4":"Klima","5":"|","6":"simuliert wurde. Das Multimodel-Ensemblemittel"},{"1":"[lwXD8B7y.txt, 1742]","2":"zur Regierungsberaterin für Energie und","3":"|","4":"Klima","5":"|","6":"ernannt worden ( siehe EIKE"},{"1":"[lwXD8B7y.txt, 2713]","2":"Wir Deutschen retten so das","3":"|","4":"Klima","5":"|","6":"von Honolulu bis nach Lima"},{"1":"[LxozNwRP.txt, 841]","2":"dann eine Auswirkung auf das","3":"|","4":"Klima","5":"|","6":", wenn hunderte Atombomben gezündet"},{"1":"[Ly7pcfpj.txt, 148]","2":"30 Jahren, um das","3":"|","4":"Klima","5":"|","6":"zu retten - ein edles"},{"1":"[Ly7pcfpj.txt, 276]","2":", Sie tun auch dem","3":"|","4":"Klima","5":"|","6":"nichts zuleide. Im Gegenteil"},{"1":"[Ly7pcfpj.txt, 982]","2":"vernichtet Arbeitsplätze und hilft dem","3":"|","4":"Klima","5":"|","6":"kein bisschen. Vielen Dank"},{"1":"[Ly7pcfpj.txt, 1191]","2":") hat? Ein warmes","3":"|","4":"Klima","5":"|","6":"ist ein gutes Klima."},{"1":"[Ly7pcfpj.txt, 1195]","2":"warmes Klima ist ein gutes","3":"|","4":"Klima","5":"|","6":". Die AfD argumentiert grundsätzlich"},{"1":"[Ly7pcfpj.txt, 1430]","2":", dass CO2 bzgl.","3":"|","4":"Klima","5":"|","6":"keine Wirkung hat, da"},{"1":"[Ly7pcfpj.txt, 1460]","2":"gar keinen Einfluss auf das","3":"|","4":"Klima","5":"|","6":"hat, da ja von"},{"1":"[Ly7pcfpj.txt, 1709]","2":"nachweislich keinerlei Einfluss auf das","3":"|","4":"Klima","5":"|","6":"hätte: Eine solche Aussage"},{"1":"[Ly7pcfpj.txt, 1947]","2":": Anthropogenes CO2 hat keine","3":"|","4":"Klima","5":"|","6":"regulierende Wirkung. Warum soll"},{"1":"[M0kxcIMV.txt, 1378]","2":"dabei die Natur oder das","3":"|","4":"Klima","5":"|","6":"beeinflußen könnte, es regelt"},{"1":"[MgHCaAtz.txt, 44]","2":"die Behauptung, dass das","3":"|","4":"Klima","5":"|","6":"kontrolliert wird durch menschliche Emissionen"},{"1":"[MHjCBUx2.txt, 11]","2":"veranstaltete das Europäische Institut für","3":"|","4":"Klima","5":"|","6":"und Energie ( EIKE )"},{"1":"[MHjCBUx2.txt, 825]","2":"Vizepräsident, Europäisches Institut für","3":"|","4":"Klima","5":"|","6":"und Energie ( EIKE )"},{"1":"[MHjCBUx2.txt, 1061]","2":"Vizepräsident, Europäisches Institut für","3":"|","4":"Klima","5":"|","6":"und Energie ( EIKE )"},{"1":"[MHjCBUx2.txt, 2264]","2":"weder ist diese Linearitäts-Bedingung beim","3":"|","4":"Klima","5":"|","6":"gegeben, noch hat es"},{"1":"[MHsXxAsy.txt, 3247]","2":"der Erdatmosphäre auf das irdische","3":"|","4":"Klima","5":"|","6":"zum Ausdruck gebracht. Da"},{"1":"[msCeBdu4.txt, 1544]","2":", man könne „ das","3":"|","4":"Klima","5":"|","6":"\" ( oder die „"},{"1":"[msCeBdu4.txt, 1561]","2":". Wenn man „ das","3":"|","4":"Klima","5":"|","6":"\" nicht vorhersagen kann,"},{"1":"[msCeBdu4.txt, 1577]","2":", man könne „ das","3":"|","4":"Klima","5":"|","6":"\" in 20, 30"},{"1":"[msCeBdu4.txt, 1820]","2":"den Unterschied zwischen Wetter und","3":"|","4":"Klima","5":"|","6":"? Ende der Diskussion."},{"1":"[msCeBdu4.txt, 1842]","2":"grossem Arbeitsaufwand wie aus Wetter","3":"|","4":"Klima","5":"|","6":"wird. Wie aus unregelmässigem"},{"1":"[msCeBdu4.txt, 1888]","2":", nicht auf das zukünftige","3":"|","4":"Klima","5":"|","6":"schliessen kann. Ganz im"},{"1":"[msCeBdu4.txt, 2381]","2":"aus ). Auf das","3":"|","4":"Klima","5":"|","6":"mit einer Totzeit von 30"},{"1":"[msCeBdu4.txt, 2423]","2":"Aussage die Kontrolle über das","3":"|","4":"Klima","5":"|","6":"bereits verloren hat. Wer"},{"1":"[MSkmQTvm.txt, 25]","2":"amüsante Dinge, um das","3":"|","4":"Klima","5":"|","6":"zu retten. In der"},{"1":"[MSkmQTvm.txt, 1839]","2":". Das, was\"","3":"|","4":"Klima","5":"|","6":"\" genannt wird, ist"},{"1":"[MsRknqcj.txt, 7]","2":"Peiser: Das sich ändernde","3":"|","4":"Klima","5":"|","6":"der Klimapolitik in UK Andrew"},{"1":"[mUfFO5KU.txt, 3557]","2":"Lügenbande ja eben nicht ums","3":"|","4":"Klima","5":"|","6":", sondern um etwas anderes"},{"1":"[mUfFO5KU.txt, 3698]","2":"Dichter. Tja, das","3":"|","4":"Klima","5":"|","6":"und Multikulti sind die neuen"},{"1":"[mUfFO5KU.txt, 3745]","2":"andere, heute muss das","3":"|","4":"Klima","5":"|","6":"herhalten. Und das intelligente"},{"1":"[mUfFO5KU.txt, 3779]","2":"Heute ist es also das","3":"|","4":"Klima","5":"|","6":", das ebenso missbraucht wird"},{"1":"[mUfFO5KU.txt, 3794]","2":"der Nationalen Sozilisten. Ums","3":"|","4":"Klima","5":"|","6":"geht es den Klimahysterikern ja"},{"1":"[MvguYRin.txt, 99]","2":"erschaffen, welche das globale","3":"|","4":"Klima","5":"|","6":"akkurat abbilden, kam es"},{"1":"[MvguYRin.txt, 385]","2":"werden, um zum ralen","3":"|","4":"Klima","5":"|","6":"zu passen. Dies macht"},{"1":"[MvguYRin.txt, 535]","2":"eines zunehmenden CO2-Gehaltes auf das","3":"|","4":"Klima","5":"|","6":"können nicht für Jahrhunderte im"},{"1":"[MvguYRin.txt, 957]","2":"konstruieren, welche das globale","3":"|","4":"Klima","5":"|","6":"vertrauenswürdig repräsentieren. Dies diktiert"},{"1":"[mydtLz6H.txt, 658]","2":"hat denn dicke Luft mit","3":"|","4":"Klima","5":"|","6":"zu tun? Die Stoßrichtung"},{"1":"[n12x2iDO.txt, 1842]","2":"alles dasselbe - noch wie","3":"|","4":"Klima","5":"|","6":"überhaupt definiert ist. Denn"},{"1":"[n12x2iDO.txt, 1915]","2":"er vom rein statistischen Begriff","3":"|","4":"Klima","5":"|","6":", wie er von den"},{"1":"[n12x2iDO.txt, 2031]","2":"Anwalt Jung ist es aber","3":"|","4":"Klima","5":"|","6":", bzw. das Erleben"},{"1":"[n12x2iDO.txt, 4570]","2":"so retten wir gemeinsam das","3":"|","4":"Klima","5":"|","6":"! Ja, so lange"},{"1":"[n12x2iDO.txt, 4909]","2":"so retten wir gemeinsam das","3":"|","4":"Klima","5":"|","6":"! Ja, so lange"},{"1":"[N2qwm6HO.txt, 606]","2":"Innerhalb einer Bandbreite ist das","3":"|","4":"Klima","5":"|","6":"also immer „ normal\""},{"1":"[n6d3WT2A.txt, 1415]","2":"zwar nicht um die Bereiche","3":"|","4":"Klima","5":"|","6":"oder Energie, aber die"},{"1":"[nD21lv1n.txt, 9]","2":"Einfluss von CO2 auf das","3":"|","4":"Klima","5":"|","6":"Der niederländische Professor em."},{"1":"[nfS1aUMY.txt, 370]","2":"weiter sachliche Beiträge zum Thema","3":"|","4":"Klima","5":"|","6":"und Energie zu bringen,"},{"1":"[nfS1aUMY.txt, 1775]","2":"weiter sachliche Beiträge zum Thema","3":"|","4":"Klima","5":"|","6":"und Energie zu bringen,"},{"1":"[NgWgFCox.txt, 339]","2":"Wyns zufolge sollen wir das","3":"|","4":"Klima","5":"|","6":"und nicht die WHO für"},{"1":"[NJ6zazrW.txt, 1925]","2":", hängt nicht sehr vom","3":"|","4":"Klima","5":"|","6":"ab, sondern vor allem"},{"1":"[NJ6zazrW.txt, 2108]","2":"wenn unsere Investition in das","3":"|","4":"Klima","5":"|","6":"eine Person vor dem Hunger"},{"1":"[NJ6zazrW.txt, 2244]","2":"steigen werden. Falls das","3":"|","4":"Klima","5":"|","6":"einen negativen Effekt hat,"},{"1":"[Nm7FddCJ.txt, 77]","2":"Ordnung, die sich zum","3":"|","4":"Klima","5":"|","6":"neutral verhält, dem Klimawandel"},{"1":"[Nm7FddCJ.txt, 94]","2":"also ein Tauziehen um das","3":"|","4":"Klima","5":"|","6":"statt und das verleitete die"},{"1":"[Nm7FddCJ.txt, 727]","2":"geht erst recht nicht beim","3":"|","4":"Klima","5":"|","6":", das ja bekanntermaßen vom"},{"1":"[Nm7FddCJ.txt, 1327]","2":"CO2-Vernichtung schadet weder Wetter noch","3":"|","4":"Klima","5":"|","6":", sondern dem Grün der"},{"1":"[NWYpyYpR.txt, 2407]","2":"kann, den etablierten „","3":"|","4":"Klima","5":"|","6":"\", bzw. hier"},{"1":"[NWYpyYpR.txt, 2675]","2":"aus. Egal was irgendwelche","3":"|","4":"Klima","5":"|","6":"Gesellen verzapfen, jeder Biologe"},{"1":"[nZFFC4ZI.txt, 199]","2":"schon heute. Erwiderung Das","3":"|","4":"Klima","5":"|","6":"dürfte sich in den nördlichen"},{"1":"[nZFFC4ZI.txt, 279]","2":"Einmal beendete das wärmer werdende","3":"|","4":"Klima","5":"|","6":"nicht nur die vielen Zeiten"},{"1":"[nZFFC4ZI.txt, 854]","2":"Information zum sich stetig wandelnden","3":"|","4":"Klima","5":"|","6":". Ein eklatantes Beispiel von"},{"1":"[nZFFC4ZI.txt, 1916]","2":"- Ländern. Wäre das","3":"|","4":"Klima","5":"|","6":"nicht wärmer - und damit"},{"1":"[nZFFC4ZI.txt, 2542]","2":"bei: Achgut 27.01.2019:","3":"|","4":"Klima","5":"|","6":": Mit Relotius unter dem"},{"1":"[nZFFC4ZI.txt, 3440]","2":"auskommt… alles Gift fürs","3":"|","4":"Klima","5":"|","6":", da hilft die schönste"},{"1":"[o1d9ddnK.txt, 264]","2":", ihren Zuschauern Wetter als","3":"|","4":"Klima","5":"|","6":"unter. Von Verwechslung kann"},{"1":"[o1d9ddnK.txt, 1655]","2":"deren Ursache/ n.","3":"|","4":"Klima","5":"|","6":"ist doch ein wenig mehr"},{"1":"[o1d9ddnK.txt, 1680]","2":"nach, was unter „","3":"|","4":"Klima","5":"|","6":"\" verstanden wird. Vielleicht"},{"1":"[o1d9ddnK.txt, 1900]","2":"Wie sich das auf das","3":"|","4":"Klima","5":"|","6":"als statistisches Ergebnis auwirkt,"},{"1":"[o1d9ddnK.txt, 1934]","2":"statistisch aus vergangenen Zeiträumen ermittelte","3":"|","4":"Klima","5":"|","6":"mit den Ergebnissen der Computer-Spiele"},{"1":"[o1d9ddnK.txt, 2317]","2":", dem Wetter und dem","3":"|","4":"Klima","5":"|","6":"ist das völlig egal."},{"1":"[o1d9ddnK.txt, 2439]","2":"den Unterschied zwischen Wetter und","3":"|","4":"Klima","5":"|","6":"nicht erkennen können. Die"},{"1":"[o1d9ddnK.txt, 2455]","2":", aber noch lange kein","3":"|","4":"Klima","5":"|","6":". Schauen Sie sich mal"},{"1":"[o1d9ddnK.txt, 2558]","2":"und dann haben Sie das","3":"|","4":"Klima","5":"|","6":". Bis dahin Geduld,"},{"1":"[O3ifi2qy.txt, 287]","2":"aber nur sehr kurzfristig -in","3":"|","4":"Klima","5":"|","6":"relevanten Zeitmaßstäben- abkühlend wirksam."},{"1":"[O3ifi2qy.txt, 403]","2":"hinsichtlich des Einflusses auf das","3":"|","4":"Klima","5":"|","6":"praktisch nicht erforscht."},{"1":"[OAJsiyVM.txt, 492]","2":"des Menschen auf irgend ein","3":"|","4":"Klima","5":"|","6":"der Erde nimmt Dammschneider in"},{"1":"[OAJsiyVM.txt, 635]","2":"es auch zukünftig Änderungen im","3":"|","4":"Klima","5":"|","6":"geben wird, kann niemand"},{"1":"[OBKRcTTe.txt, 4264]","2":"die sich über Wetter und","3":"|","4":"Klima","5":"|","6":"auslassen.#150: Martin"},{"1":"[OBKRcTTe.txt, 6514]","2":"die sich über Wetter und","3":"|","4":"Klima","5":"|","6":"auslassen. „ Bei dem"},{"1":"[OBKRcTTe.txt, 26265]","2":"wichtigsten Prozesse, die fürs","3":"|","4":"Klima","5":"|","6":"relevant sind. Auch das"},{"1":"[OBKRcTTe.txt, 27324]","2":"wichtigsten Prozesse, die fürs","3":"|","4":"Klima","5":"|","6":"relevant sind. Sie haben"},{"1":"[OBKRcTTe.txt, 27591]","2":"nicht geeignet, Gesamtaussagen zum","3":"|","4":"Klima","5":"|","6":"zu machen. man kann"},{"1":"[OBKRcTTe.txt, 30634]","2":"klar wie es aus Wasser","3":"|","4":"Klima","5":"|","6":"halt schon immer war."},{"1":"[OBKRcTTe.txt, 30752]","2":"das ein neuer Trend bei","3":"|","4":"Klima","5":"|","6":"\" skaptiker\"? Die"},{"1":"[OBKRcTTe.txt, 32604]","2":"wirken sich signifikant auf das","3":"|","4":"Klima","5":"|","6":"aus. Stellen Sie sich"},{"1":"[OBKRcTTe.txt, 33008]","2":"Eichenbäume, eben vno diesem","3":"|","4":"Klima","5":"|","6":"abhängig gedieen sind, also"},{"1":"[OBKRcTTe.txt, 33017]","2":", also dem hier herrschenden","3":"|","4":"Klima","5":"|","6":"entwachsen sind. Ebenso trifft"},{"1":"[OBKRcTTe.txt, 33041]","2":"bereits vordergründig wegen eines anderen","3":"|","4":"Klima","5":"|","6":"ebendort wachsen im Gegensatz zu"},{"1":"[OBKRcTTe.txt, 33077]","2":"30 Jahre zur Definition des","3":"|","4":"Klima","5":"|","6":"viel zu kurz gewählt halt"},{"1":"[OBKRcTTe.txt, 33091]","2":"sollte also zur Definition von","3":"|","4":"Klima","5":"|","6":"der Flora ausgeprägten Dasein berücksichtigung"},{"1":"[OBKRcTTe.txt, 33207]","2":"da 30 Jahre ist das","3":"|","4":"Klima","5":"|","6":"dann zu sagen, halt"},{"1":"[Od2EINOB.txt, 78]","2":"kann mit seiner CO2-Verringerung das","3":"|","4":"Klima","5":"|","6":"positiv beeinflussen! Referenten:"},{"1":"[Od2EINOB.txt, 143]","2":"Vizepräsident des Europäischen Instituts für","3":"|","4":"Klima","5":"|","6":"und Energie e.V.:"},{"1":"[Od2EINOB.txt, 191]","2":"Fassadendämmung beeinflusst weder Wetter noch","3":"|","4":"Klima","5":"|","6":"und lohnt sich auch sonst"},{"1":"[Od2EINOB.txt, 464]","2":"Ratgeber beantwortet: Was ist","3":"|","4":"Klima","5":"|","6":", was „ Klimaschutz\""},{"1":"[Od2EINOB.txt, 482]","2":"\"? Ist das heutige","3":"|","4":"Klima","5":"|","6":"extrem? Gibt es eine"},{"1":"[ofPX7CLM.txt, 1055]","2":"den Autoren untersuchten Studien zum","3":"|","4":"Klima","5":"|","6":"( knapp 12.000 ) der"},{"1":"[ofPX7CLM.txt, 1296]","2":"allen Wissenschaftlern die sich mit","3":"|","4":"Klima","5":"|","6":"beschäftigen? und wer weiß"},{"1":"[OFQuAChG.txt, 329]","2":"Der Konvention zufolge ist das","3":"|","4":"Klima","5":"|","6":"üblicherweise definiert als das Mittel"},{"1":"[OFQuAChG.txt, 364]","2":"ermittelt werden, um das","3":"|","4":"Klima","5":"|","6":"zu charakterisieren? Das gegenwärtig"},{"1":"[OhANDwC1.txt, 118]","2":"President, Europäisches Institut für","3":"|","4":"Klima","5":"|","6":"und Energie ( EIKE )"},{"1":"[OhANDwC1.txt, 543]","2":"Vice-President, Europäisches Institut für","3":"|","4":"Klima","5":"|","6":"und Energie ( EIKE )"},{"1":"[OhANDwC1.txt, 583]","2":"Person, Europäisches Institut für","3":"|","4":"Klima","5":"|","6":"und Energie ( EIKE )"},{"1":"[OhANDwC1.txt, 650]","2":"Secretary, Europäisches Institut für","3":"|","4":"Klima","5":"|","6":"und Energie ( EIKE )"},{"1":"[on5yPVYb.txt, 23]","2":"bestreitet, dass sich das","3":"|","4":"Klima","5":"|","6":"ständig geändert hat seit dem"},{"1":"[on5yPVYb.txt, 91]","2":"und ozeanische Zyklen das globale","3":"|","4":"Klima","5":"|","6":"gesteuert haben. Die NASA"},{"1":"[ooegYnf6.txt, 3]","2":"Gewalt der","3":"|","4":"Klima","5":"|","6":"Aktivisten in Paris CFACT,"},{"1":"[oSRJfpqg.txt, 45]","2":"Films: Climate Hustle [","3":"|","4":"Klima","5":"|","6":"Abzocke;… Schwindel ]"},{"1":"[OTtT6XeW.txt, 8]","2":": Unterstützung der Jagd auf","3":"|","4":"Klima","5":"|","6":"Skeptiker in aller Welt Ron"},{"1":"[oupGFK0E.txt, 689]","2":"unterschiedlicher Methoden, das vergangene","3":"|","4":"Klima","5":"|","6":"zu bestimmen, abgelegt sind"},{"1":"[oupGFK0E.txt, 2187]","2":"erhebliche Störung des für das","3":"|","4":"Klima","5":"|","6":"sehr wichtigen Erdmagnetfeldes. Fazit"},{"1":"[oupGFK0E.txt, 2244]","2":"sie den Gesamtmechanismus Wetter/","3":"|","4":"Klima","5":"|","6":"nur bedingt kennen und überblicken"},{"1":"[OwcFjvf1.txt, 3428]","2":"geht also gar nicht ums","3":"|","4":"Klima","5":"|","6":", wie behauptet wird,"},{"1":"[peaKBdqg.txt, 3225]","2":"einem maßgeblichen Einfluss auf das","3":"|","4":"Klima","5":"|","6":"hat, bringt auch die"},{"1":"[peaKBdqg.txt, 3399]","2":"Sie nicht tun. Das","3":"|","4":"Klima","5":"|","6":"können Sie nicht ändern,"},{"1":"[peaKBdqg.txt, 3955]","2":"der Sonne übertreffen und das","3":"|","4":"Klima","5":"|","6":"auf der Erde verändern,"},{"1":"[peaKBdqg.txt, 4351]","2":", noch nicht einmal ein","3":"|","4":"Klima","5":"|","6":". Zur Bestimmung eines Klimas"},{"1":"[pFS4yeht.txt, 684]","2":"diese Seite sollte sich auf","3":"|","4":"Klima","5":"|","6":"und EEG sowie „ Bio"},{"1":"[pFS4yeht.txt, 1136]","2":"und Franziskus so einen „","3":"|","4":"Klima","5":"|","6":"\" -Hype schon lange erwartet"},{"1":"[pFS4yeht.txt, 1757]","2":"es doch etwas mit dem","3":"|","4":"Klima","5":"|","6":"zu tun: - )"},{"1":"[piZGSdxP.txt, 113]","2":"es das Hauptproblem der [","3":"|","4":"Klima","5":"|","6":"] Modelle deren Unfähigkeit,"},{"1":"[PMHgCqfX.txt, 422]","2":"Einfluss des Menschen auf das","3":"|","4":"Klima","5":"|","6":"ist klar\" und auch"},{"1":"[PMHgCqfX.txt, 25543]","2":"verschiedene Erklärungstiefen haben, beim","3":"|","4":"Klima","5":"|","6":"haben die GCMs die höchsten"},{"1":"[PMHgCqfX.txt, 28692]","2":"Sie in Sachen Atmosphäre und","3":"|","4":"Klima","5":"|","6":"ohne jede Ausbildung und Erfahrung"},{"1":"[PMHgCqfX.txt, 34838]","2":"untersuchen kann. Mit dem","3":"|","4":"Klima","5":"|","6":"kann man aber keine Experimente"},{"1":"[PMHgCqfX.txt, 35594]","2":"der Zusammenhänge zwischen CO2 und","3":"|","4":"Klima","5":"|","6":"\" Das setzt den sicheren"},{"1":"[PMHgCqfX.txt, 36113]","2":"der Zusammenhänge zwischen CO2 und","3":"|","4":"Klima","5":"|","6":", nicht der Beweis."},{"1":"[PMHgCqfX.txt, 36589]","2":". Erstens, hat die","3":"|","4":"klima","5":"|","6":"( pseudo ) wissenschaftliche „"},{"1":"[PMHgCqfX.txt, 36852]","2":"von der Öffentlichkeit, das","3":"|","4":"Klima","5":"|","6":"im kleinen direkt um uns"},{"1":"[PRscn4hG.txt, 1214]","2":"durch Worte wie EEG,","3":"|","4":"KLIMA","5":"|","6":", AUSSTIEG AUS DER STROMVERSORGUNG"},{"1":"[pY9rBBcj.txt, 675]","2":"Tatsache zusammen, dass das","3":"|","4":"Klima","5":"|","6":"weitaus weniger sensitiv auf Änderungen"},{"1":"[pY9rBBcj.txt, 853]","2":"definiert durch physikalische Geographie und","3":"|","4":"Klima","5":"|","6":". Wir operieren buchstäblich in"},{"1":"[pY9rBBcj.txt, 2406]","2":"natürlichen Klimazyklen, die das","3":"|","4":"Klima","5":"|","6":"während des gesamten Holozäns getrieben"},{"1":"[PZJz3LTa.txt, 114]","2":"- falls sich stattdessen das","3":"|","4":"Klima","5":"|","6":"allmählich wandelt - gibt es"},{"1":"[q1kuqkZL.txt, 1622]","2":"° C. um das","3":"|","4":"Klima","5":"|","6":"( Statistik ) ändern zu"},{"1":"[q1kuqkZL.txt, 1634]","2":". Die Erdkugel mit ihrem","3":"|","4":"Klima","5":"|","6":"ist keine Klimaanlage bei der"},{"1":"[q1kuqkZL.txt, 2105]","2":"( Wetter wird oftmals durch","3":"|","4":"Klima","5":"|","6":"ersetzt! ) und jegliche"},{"1":"[qBMctuNJ.txt, 27]","2":"\" ihr konzentriertes Wissen zum","3":"|","4":"Klima","5":"|","6":"oder Energie von sich gibt"},{"1":"[qBMctuNJ.txt, 126]","2":"sich daraus seine Meinung zum","3":"|","4":"Klima","5":"|","6":"und dem Einschluss von Bioprodukten"},{"1":"[QDPg6GQc.txt, 682]","2":"Regime übernommen haben und unser","3":"|","4":"Klima","5":"|","6":"steuern. Sollte sich das"},{"1":"[qiYvAGVD.txt, 178]","2":"Fachfrau, nicht nur fürs","3":"|","4":"Klima","5":"|","6":": Klima-Expertin Claudia Kemfert:"},{"1":"[qiYvAGVD.txt, 555]","2":"in erheblichem Umfang das globale","3":"|","4":"Klima","5":"|","6":". Die künftige Energiewelt ist"},{"1":"[qiYvAGVD.txt, 701]","2":"Verlierer ist jedoch das globale","3":"|","4":"Klima","5":"|","6":". Die Folge von Trumps"},{"1":"[qiYvAGVD.txt, 7340]","2":"wir ein Problem mit dem","3":"|","4":"Klima","5":"|","6":", dem CO2 oder Feinstaub"},{"1":"[QKxo0svw.txt, 759]","2":"Es ging nie um das","3":"|","4":"Klima","5":"|","6":", alle AGW Gurus wissen"},{"1":"[QKxo0svw.txt, 770]","2":"das CO2 unbedeutend für das","3":"|","4":"Klima","5":"|","6":"ist, es ging immer"},{"1":"[qLCVZZSz.txt, 57]","2":"auf einem großen Ensemble von","3":"|","4":"Klima","5":"|","6":"basierten Modellsimulationen. Die Ergebnisse"},{"1":"[QoB8Qxrv.txt, 50]","2":"Einfluss der Sonne auf das","3":"|","4":"Klima","5":"|","6":"je Dekade etwa 0,1 °"},{"1":"[QoB8Qxrv.txt, 146]","2":"messbaren Auswirkungen auf das terrestrische","3":"|","4":"Klima","5":"|","6":"ist weiterhin real ist."},{"1":"[QoB8Qxrv.txt, 269]","2":", sich logischerweise auch das","3":"|","4":"Klima","5":"|","6":"auf dem Planeten Erde verändern"},{"1":"[qVcOrcBU.txt, 49]","2":"Mondlandung, daher ist (","3":"|","4":"Klima","5":"|","6":") Wissenschaft eine Falschmeldung ]"},{"1":"[QYKrxT7d.txt, 242]","2":"welche so viel für das","3":"|","4":"Klima","5":"|","6":"tun, wurden von der"},{"1":"[QYKrxT7d.txt, 868]","2":"natürlich auch eine Abteilung zum","3":"|","4":"Klima","5":"|","6":"( wandel ). Darin"},{"1":"[R3KVNyLa.txt, 1296]","2":"ihren Vorteile ziehen. Das","3":"|","4":"Klima","5":"|","6":"konnte nichts dafür. Weil"},{"1":"[R86Wz2mH.txt, 44]","2":"wissenschaftlichen Veröffentlichungen aus 2015 zum","3":"|","4":"Klima","5":"|","6":"zusammen und übermittelt diese."},{"1":"[R86Wz2mH.txt, 57]","2":"die Prämisse, dass das","3":"|","4":"Klima","5":"|","6":"der Erde zu einem großen"},{"1":"[rckaCdkt.txt, 1173]","2":"sein - wenn nicht das","3":"|","4":"Klima","5":"|","6":"- und der Zusatz in"},{"1":"[rckaCdkt.txt, 4031]","2":"und damit statistisch erfasst das","3":"|","4":"Klima","5":"|","6":"bereits geändert hat. Was"},{"1":"[RFYIs07O.txt, 2180]","2":"die Sicherheit der Energieversorgung;","3":"|","4":"Klima","5":"|","6":"kommt an dritter Stelle."},{"1":"[RFYIs07O.txt, 2188]","2":"dritter Stelle. Bisher rangierte","3":"|","4":"Klima","5":"|","6":"immer an erster Stelle."},{"1":"[RFYIs07O.txt, 2486]","2":"wo jemand in den Bereichen","3":"|","4":"Klima","5":"|","6":", Energie, Erneuerbare arbeitet"},{"1":"[RFYIs07O.txt, 2812]","2":"Einschätzung - dass wir das","3":"|","4":"Klima","5":"|","6":"vollständig verstehen. Falls man"},{"1":"[rgiKU2FB.txt, 77]","2":", sondern dann auch das","3":"|","4":"Klima","5":"|","6":"nach unseren Vorstellungen verwalten zu"},{"1":"[rgiKU2FB.txt, 197]","2":"vorbringen und behaupten, dass","3":"|","4":"Klima","5":"|","6":"könne man nicht durch eine"},{"1":"[rgiKU2FB.txt, 1001]","2":"! So retten wir das","3":"|","4":"Klima","5":"|","6":". Die Dämmlobby hat die"},{"1":"[RI1lV7sG.txt, 49]","2":", die Welt vor dem","3":"|","4":"Klima","5":"|","6":"zu retten. Und wer"},{"1":"[RI1lV7sG.txt, 1211]","2":"um auf diese Weise das","3":"|","4":"Klima","5":"|","6":"zu schützen. Grundlage für"},{"1":"[RI1lV7sG.txt, 1305]","2":"der deutschen Politik, das","3":"|","4":"Klima","5":"|","6":"zu schützen, fehlt daher"},{"1":"[RI1lV7sG.txt, 1320]","2":". Im Hinblick auf das","3":"|","4":"Klima","5":"|","6":"ergeben sich keine Einschränkungen für"},{"1":"[rqYZNBg2.txt, 366]","2":"sie die Luft und das","3":"|","4":"Klima","5":"|","6":". Und zwar mehr als"},{"1":"[rqYZNBg2.txt, 2946]","2":"natürlichen Ursprungs, auf das","3":"|","4":"Klima","5":"|","6":"betrifft. Mit zunehmenden Veröffentlichung"},{"1":"[RTyB35kM.txt, 3356]","2":"nicht erklaert. In Sache","3":"|","4":"Klima","5":"|","6":"und Wetter gibt es hunderte"},{"1":"[RufBf0kQ.txt, 290]","2":". Weder, dass das","3":"|","4":"Klima","5":"|","6":"geschützt werden kann, und"},{"1":"[RufBf0kQ.txt, 916]","2":"EIKE ( Europäisches Institut für","3":"|","4":"Klima","5":"|","6":"und Energie ) Tel:"},{"1":"[rwfApT9m.txt, 989]","2":"PIKler, daß Corona und","3":"|","4":"Klima","5":"|","6":"irgendwie ähnlich seien, nur"},{"1":"[rwfApT9m.txt, 995]","2":"irgendwie ähnlich seien, nur","3":"|","4":"Klima","5":"|","6":"sei viel schlimmer. Die"},{"1":"[rwfApT9m.txt, 3194]","2":"„ wie retten wir das","3":"|","4":"klima","5":"|","6":"uns wie nicht\" verweisen"},{"1":"[s0eksz0G.txt, 103]","2":", wenn sich Wetter und","3":"|","4":"Klima","5":"|","6":"ändern. Trotzdem gibt es"},{"1":"[s0eksz0G.txt, 906]","2":"mit dem Kampf für das","3":"|","4":"Klima","5":"|","6":"( oder gegen rechts )"},{"1":"[S62ffghV.txt, 2723]","2":"Einflüsse des Menschen auf das","3":"|","4":"Klima","5":"|","6":"immer wieder und buchstäblich gegen"},{"1":"[S6dr6swG.txt, 2865]","2":"angeblich die nächsten 5000 Jahre","3":"|","4":"Klima","5":"|","6":"genau simulieren kann, eine"},{"1":"[S6dr6swG.txt, 3044]","2":", dass der Mensch das","3":"|","4":"Klima","5":"|","6":"in Zukunft heißer, trockener"},{"1":"[S6dr6swG.txt, 4950]","2":"es erstrebenswert, das extreme","3":"|","4":"Klima","5":"|","6":"der vor-industriellen Zeit mit Billiarden"},{"1":"[S8193vJw.txt, 1991]","2":"ob schnelle Immunität, jahreszeitliches","3":"|","4":"Klima","5":"|","6":", oder was es immer"},{"1":"[s95ZroRj.txt, 1549]","2":"von Chris Frey EIKE Lokales","3":"|","4":"Klima","5":"|","6":"oder zumindest lokaler Temperatureinfluss durch"},{"1":"[s95ZroRj.txt, 2245]","2":": „ Vulkane kühlen das","3":"|","4":"Klima","5":"|","6":"Partikel aus Vulkanausbrüchen bleiben bis"},{"1":"[s95ZroRj.txt, 2264]","2":"Wenn man nach Geoengineering und","3":"|","4":"Klima","5":"|","6":"oder Atmosphäre im Internet sucht"},{"1":"[s95ZroRj.txt, 2295]","2":"Atmosphäre verteilen, um das","3":"|","4":"Klima","5":"|","6":"zu schützen. siehe z.B"},{"1":"[s95ZroRj.txt, 2352]","2":"Statistikerei, die versucht,","3":"|","4":"Klima","5":"|","6":"bzw. Tempwerte global zu"},{"1":"[s95ZroRj.txt, 2429]","2":"das lokale (! )","3":"|","4":"Klima","5":"|","6":"beeinflussen muss, andererseits bedeutet"},{"1":"[SaFjtBAV.txt, 16]","2":"zu prophezeien, wie das","3":"|","4":"Klima","5":"|","6":"sein wird, und das"},{"1":"[sbeaJOCw.txt, 4029]","2":"schalten ab und retten das","3":"|","4":"Klima","5":"|","6":"- ja, der Deutsche"},{"1":"[sIHysTEH.txt, 198]","2":"gegeben, dass Kohlendioxid das","3":"|","4":"Klima","5":"|","6":"aufheize. Im Gegenteil;"},{"1":"[sLniHv7Y.txt, 2234]","2":"der derzeit um das Thema","3":"|","4":"Klima","5":"|","6":"u. Energie geführt wird"},{"1":"[sLniHv7Y.txt, 3104]","2":"noch nicht wissen: Das","3":"|","4":"Klima","5":"|","6":"ändert sich ständig, das"},{"1":"[Slw5RAOM.txt, 2110]","2":"Klimaschutz heißt deshalb zunehmend auch","3":"|","4":"Klima","5":"|","6":"( folgen ) anpassung."},{"1":"[SN2msPWO.txt, 536]","2":"so laut tönt: ‚","3":"|","4":"Klima","5":"|","6":"ist leicht zu lösen'"},{"1":"[SN2msPWO.txt, 555]","2":"nur die Gruppe in der","3":"|","4":"Klima","5":"|","6":"- „ Wissenschaft\" betrachtet"},{"1":"[SN2msPWO.txt, 688]","2":", dass eine Simulation das","3":"|","4":"Klima","5":"|","6":"voraussagen kann, ebenfalls."},{"1":"[sOaoUo9Q.txt, 37]","2":"der angelsächsischen Blogosphäre bzgl.","3":"|","4":"Klima","5":"|","6":"und Energie viel mehr tut"},{"1":"[sobV0nSg.txt, 24]","2":"knechten, aber nicht das","3":"|","4":"Klima","5":"|","6":"Helmut Kuntz Da reist Frau"},{"1":"[sTFs1RI0.txt, 19]","2":"in unserem sich fortwährend änderndem","3":"|","4":"Klima","5":"|","6":"und auch für die Ausdehnung"},{"1":"[sTFs1RI0.txt, 101]","2":"könnte ernste Auswirkungen auf das","3":"|","4":"Klima","5":"|","6":"in den USA [ und"},{"1":"[sTFs1RI0.txt, 1476]","2":"Irland hat eigentlich ein mildes","3":"|","4":"Klima","5":"|","6":"aber in den letzten Jahren"},{"1":"[sUqu6QJV.txt, 549]","2":"Fledermäuse ). Aber das","3":"|","4":"Klima","5":"|","6":"wandelt sich, völlig unbeeindruckt"},{"1":"[sUqu6QJV.txt, 1061]","2":", häufen sich Extremwetterereignisse.","3":"|","4":"Klima","5":"|","6":"lässt sich ( leider!"},{"1":"[T8rsnsUK.txt, 243]","2":"Ich meine, so fürs","3":"|","4":"Klima","5":"|","6":", für die Wirtschaft,"},{"1":"[T8rsnsUK.txt, 1074]","2":"ob und wie man ein","3":"|","4":"Klima","5":"|","6":"überhaupt beeinflussen kann. Welche"},{"1":"[tawOAJuw.txt, 19]","2":"mit dem Titel:\"","3":"|","4":"Klima","5":"|","6":", eine Gegenstrom-Petition\":"},{"1":"[tawOAJuw.txt, 438]","2":"SIND NICHT REALISTISCH. Das","3":"|","4":"Klima","5":"|","6":"ist das komplexeste System auf"},{"1":"[tawOAJuw.txt, 1336]","2":"des Menschen, regiert das","3":"|","4":"Klima","5":"|","6":"\". Zum Schluss,"},{"1":"[tawOAJuw.txt, 3056]","2":"Problem Wetter und seine Statistik","3":"|","4":"Klima","5":"|","6":"nicht mathematisch darstellen und lösen"},{"1":"[tawOAJuw.txt, 3290]","2":":\" Dass sich das","3":"|","4":"Klima","5":"|","6":"verändert hat, steht außer"},{"1":"[tawOAJuw.txt, 3511]","2":"wohl angestellt? Das „","3":"|","4":"Klima","5":"|","6":"\" gibte es nicht,"},{"1":"[tdsjEbxz.txt, 1980]","2":"keinen schädlichen Einfluss auf das","3":"|","4":"Klima","5":"|","6":"ausüben.\" Dem ist"},{"1":"[tdsjEbxz.txt, 3363]","2":"Die anthropogene Freisetzungen können das","3":"|","4":"Klima","5":"|","6":"daher gar nicht entscheidend beeinflussen"},{"1":"[tdsjEbxz.txt, 6110]","2":"zufünftigen, heutigem und vergangenem","3":"|","4":"Klima","5":"|","6":"besteht kausal kein Unterschied."},{"1":"[tdsjEbxz.txt, 6163]","2":"eingibt, so wird das","3":"|","4":"Klima","5":"|","6":"eben wärmer als ohne."},{"1":"[tdsjEbxz.txt, 8351]","2":"einen immensen Einfluss auf das","3":"|","4":"Klima","5":"|","6":"haben, habe ich noch"},{"1":"[tdsjEbxz.txt, 8534]","2":"Wie wäre es, das","3":"|","4":"Klima","5":"|","6":"durch Schwefelpartikel zu kühlen."},{"1":"[tdsjEbxz.txt, 8582]","2":"schweren, explosiven Vulkanausbrüchen das","3":"|","4":"Klima","5":"|","6":", erklärt Jonathan Proctor von"},{"1":"[tFmacLXl.txt, 148]","2":"CFACT's Mitarbeiterin: „ Der","3":"|","4":"Klima","5":"|","6":"Porn bei Sundance bewegte sich"},{"1":"[tFmacLXl.txt, 396]","2":"oft: Wenn Gore das","3":"|","4":"Klima","5":"|","6":"beschwört, frieren die Festivalgänger"},{"1":"[tH5x814Q.txt, 2]","2":"Sind","3":"|","4":"Klima","5":"|","6":"Vorhersagen immun gegen Ockham's Rasiermesser"},{"1":"[TIIgS8wk.txt, 3]","2":"Abkehr vom","3":"|","4":"Klima","5":"|","6":"- Zurück zum Wetter Dirk"},{"1":"[TIIgS8wk.txt, 19]","2":"Also sprechen wir vom „","3":"|","4":"Klima","5":"|","6":"\". Dieses Mal als"},{"1":"[tpDLdR1s.txt, 2054]","2":"wurde im letzten Jahrzehnt vom","3":"|","4":"Klima","5":"|","6":"etwas bevorzugt. Darauf machte"},{"1":"[tpDLdR1s.txt, 2382]","2":", muss wohl ein spezielles","3":"|","4":"Klima","5":"|","6":"( und Boden ) für"},{"1":"[tpDLdR1s.txt, 4823]","2":"Sommer und zwei Peaks kein","3":"|","4":"Klima","5":"|","6":". Wenn man die Historie"},{"1":"[tpDLdR1s.txt, 4883]","2":"muss? Dazu ist das","3":"|","4":"Klima","5":"|","6":"der Erde zu komplex und"},{"1":"[tPvQ3MgJ.txt, 1067]","2":"Paradigma beschreibt, wie das","3":"|","4":"Klima","5":"|","6":"funktioniert. Ich folge einfach"},{"1":"[tPvQ3MgJ.txt, 1456]","2":"-logen wird wild Wetter und","3":"|","4":"Klima","5":"|","6":"durcheinandergeworfen. Das führt dazu"},{"1":"[txnDAFnt.txt, 436]","2":"CO2 aus fossilen Brennstoffen das","3":"|","4":"Klima","5":"|","6":"bestimmt, müssen wir die"},{"1":"[txnDAFnt.txt, 1912]","2":". Es geht um das","3":"|","4":"Klima","5":"|","6":"nicht um kleinliche Wichtigtuereien auf"},{"1":"[txnDAFnt.txt, 1997]","2":"CO2 auf Wetter und letztendlich","3":"|","4":"Klima","5":"|","6":"gäbe. Nun kommen Sie"},{"1":"[txnDAFnt.txt, 3457]","2":"Eiszeit und nicht das lebensfreundliche","3":"|","4":"Klima","5":"|","6":"im Eozän ( 55 bis"},{"1":"[txnDAFnt.txt, 3848]","2":"erhalten. Wenn sich das","3":"|","4":"Klima","5":"|","6":"in dem Tempo verändert wie"},{"1":"[txnDAFnt.txt, 3909]","2":"bekommen. Dass sich das","3":"|","4":"Klima","5":"|","6":"verändert stellt niemand in Abrede"},{"1":"[txnDAFnt.txt, 4583]","2":", der auch in der","3":"|","4":"Klima","5":"|","6":"Diskussion zum „ Glauben\""},{"1":"[txnDAFnt.txt, 4768]","2":"sog. Faktencheckern oder den","3":"|","4":"Klima","5":"|","6":"Größenwahnsinnigen aus Potsdam mit ihrer"},{"1":"[txnDAFnt.txt, 6040]","2":"aus Potsdam so über das","3":"|","4":"Klima","5":"|","6":"erzählt wird, gehören."},{"1":"[txnDAFnt.txt, 6925]","2":"… Was ist denn „","3":"|","4":"Klima","5":"|","6":"\"? Wenn Sie die"},{"1":"[tymaAufN.txt, 1114]","2":"selbständigen Team von Experten aus","3":"|","4":"Klima","5":"|","6":", Physik, Software usw"},{"1":"[tymaAufN.txt, 1198]","2":") ● Prognostizieren Klimamodelle das","3":"|","4":"Klima","5":"|","6":"genau? ( hier )"},{"1":"[tYUG9uAD.txt, 4061]","2":"der Golfstrom mit dem mitteleuropäischen","3":"|","4":"Klima","5":"|","6":"macht??? Schickt"},{"1":"[UA8dNQi9.txt, 66]","2":"einigen seiner jüngeren Vorträgen zum","3":"|","4":"Klima","5":"|","6":"und hier insbesondere den Kollegen"},{"1":"[UA8dNQi9.txt, 1032]","2":"die Erde niemals ein statisches","3":"|","4":"Klima","5":"|","6":"haben kann, Klimawandel ("},{"1":"[UA8dNQi9.txt, 1971]","2":"Einfluss der Sonne auf das","3":"|","4":"Klima","5":"|","6":"völlig negiert, ohne dass"},{"1":"[uaauwsZp.txt, 631]","2":"Wirkung des CO2 auf das","3":"|","4":"Klima","5":"|","6":"keinerlei Belege gibt, und"},{"1":"[uaauwsZp.txt, 1696]","2":": Man kann Wetter und","3":"|","4":"Klima","5":"|","6":"nicht komplett gleichsetzen, das"},{"1":"[uaauwsZp.txt, 1788]","2":"nämlich dass man Wetter und","3":"|","4":"Klima","5":"|","6":"überhaupt nicht gleichsetzen darf,"},{"1":"[uAolnVH7.txt, 549]","2":"AGWs, aber Eike -","3":"|","4":"Klima","5":"|","6":"und Energie - nicht zu"},{"1":"[uAolnVH7.txt, 606]","2":"EIKE - Europäisches Institut für","3":"|","4":"Klima","5":"|","6":"& Energie gibt es nicht"},{"1":"[uAolnVH7.txt, 643]","2":"„ Eike - Europäisches Institut","3":"|","4":"Klima","5":"|","6":"und Energie\" Wieder die"},{"1":"[uAolnVH7.txt, 1226]","2":"verschwunden ist, ist Eike","3":"|","4":"Klima","5":"|","6":"das mit Abstand am häufigsten"},{"1":"[UAUG86q0.txt, 3]","2":"Unwetter =","3":"|","4":"Klima","5":"|","6":"? Mißbrauch einer ganzen Wissenschaft"},{"1":"[UD5nGh9u.txt, 110]","2":"nah, nicht für das","3":"|","4":"Klima","5":"|","6":", aber für die Klimaforschung"},{"1":"[UEs1UEtQ.txt, 5005]","2":"\" nicht ´ s mit","3":"|","4":"Klima","5":"|","6":"und Energie zu tun hat"},{"1":"[UEs1UEtQ.txt, 5062]","2":"Dimensionen. Auch beim Thema","3":"|","4":"Klima","5":"|","6":"wurde Angst in Bild und"},{"1":"[uIU1S0OV.txt, 110]","2":"jedermann weiß, werden beim","3":"|","4":"Klima","5":"|","6":"den Deutschen die schönsten Märchen"},{"1":"[uIU1S0OV.txt, 1006]","2":"weiß niemand, denn das","3":"|","4":"Klima","5":"|","6":"der nächsten 30 Jahre ist"},{"1":"[uIU1S0OV.txt, 1529]","2":"beweisen, dass CO2 das","3":"|","4":"Klima","5":"|","6":"für die Menschheit unerträglich machen"},{"1":"[uIU1S0OV.txt, 3755]","2":"nicht unbedingt auf das Welt","3":"|","4":"klima","5":"|","6":"schließen. Ich habe in"},{"1":"[uNKncpaM.txt, 358]","2":"gegen das sich stetig wandelnde","3":"|","4":"Klima","5":"|","6":"durch Berlin nun doch nicht"},{"1":"[uNKncpaM.txt, 966]","2":"der vorsätzlichen Verbindung der Begriffe","3":"|","4":"Klima","5":"|","6":"und ( Spuren- ) Gas"},{"1":"[uNKncpaM.txt, 1127]","2":", einen Effekt auf das","3":"|","4":"Klima","5":"|","6":"hat, ist unstrittig."},{"1":"[uTpGm6sl.txt, 123]","2":"und gerade in Bezug auf","3":"|","4":"Klima","5":"|","6":"und Energiethemen, welche gerade"},{"1":"[V54RxHfl.txt, 1200]","2":"? Die mit Sicherheit kein","3":"|","4":"Klima","5":"|","6":"retten, das von diesen"},{"1":"[V54RxHfl.txt, 2168]","2":"anrichten, ohne am*","3":"|","4":"Klima","5":"|","6":"* auch nur irgendwas zu"},{"1":"[v7CaBkvN.txt, 1156]","2":"der Schöpfung sind und das","3":"|","4":"Klima","5":"|","6":"sich immer wandeln wird."},{"1":"[v7CaBkvN.txt, 1204]","2":", wie hat sich das","3":"|","4":"Klima","5":"|","6":"über die letzten 30 Jahre"},{"1":"[v8lPoKiE.txt, 63]","2":"war, ist heute das","3":"|","4":"Klima","5":"|","6":", die Furcht vor schmelzenden"},{"1":"[v8lPoKiE.txt, 551]","2":"der Schweiz so viele fürs","3":"|","4":"Klima","5":"|","6":". Noch nie flogen im"},{"1":"[v8lPoKiE.txt, 809]","2":". Wird die Welt am","3":"|","4":"Klima","5":"|","6":"scheitern? Vielleicht. Vielleicht"},{"1":"[v8lPoKiE.txt, 1264]","2":"? Was hat das mit","3":"|","4":"Klima","5":"|","6":"zu tun? Keine Ahnung"},{"1":"[VbKw7SV3.txt, 231]","2":": „ Schwankungen dominieren das","3":"|","4":"Klima","5":"|","6":", nicht Trends. Im"},{"1":"[VbKw7SV3.txt, 237]","2":", nicht Trends. Im","3":"|","4":"Klima","5":"|","6":"ist der Wechsel das einzig"},{"1":"[VbKw7SV3.txt, 291]","2":". Das wurde durch das","3":"|","4":"Klima","5":"|","6":"erst möglich. So um"},{"1":"[VbKw7SV3.txt, 327]","2":"osteuropäischen Gebieten hat sich das","3":"|","4":"Klima","5":"|","6":"derart verschlechtert, dass ein"},{"1":"[VbKw7SV3.txt, 616]","2":"unterschiedlicher Gewichtung. Wetter und","3":"|","4":"Klima","5":"|","6":"bleiben in ihrer chaotischen Komplexität"},{"1":"[Vl8pl3i8.txt, 1148]","2":"so große Auswirkungen auf das","3":"|","4":"Klima","5":"|","6":"haben, wie behauptet wurde"},{"1":"[Vl8pl3i8.txt, 1490]","2":"gemacht. Aber nicht vom","3":"|","4":"Klima","5":"|","6":", sondern von seinen Chaoten"},{"1":"[VOdg1TAL.txt, 1435]","2":"7 ) wird behauptet,","3":"|","4":"Klima","5":"|","6":"zu rekonstruieren und vor allem"},{"1":"[VOdg1TAL.txt, 1588]","2":"hat: Umweltbundesamt: Das","3":"|","4":"Klima","5":"|","6":"der Antarktis… Jedoch ist"},{"1":"[VOdg1TAL.txt, 4866]","2":"3 Jahre haben nichts mit","3":"|","4":"Klima","5":"|","6":"zu tun, dafür bedarf"},{"1":"[vOw02SjI.txt, 52]","2":"Präsident, Europäisches Institut für","3":"|","4":"Klima","5":"|","6":"und Energie ( EIKE )"},{"1":"[vOw02SjI.txt, 303]","2":"Pressesprecher, Europäisches Institut für","3":"|","4":"Klima","5":"|","6":"und Energie ( EIKE )"},{"1":"[vOw02SjI.txt, 346]","2":"Einfluss kosmischer Strahlung auf des","3":"|","4":"Klima","5":"|","6":"- Neueste Forschungsergebnisse und ihre"},{"1":"[vOw02SjI.txt, 471]","2":"Vizepräsident, Europäisches Institut für","3":"|","4":"Klima","5":"|","6":"und Energie ( EIKE )"},{"1":"[vOw02SjI.txt, 497]","2":"Vizepräsident, Europäisches Institut für","3":"|","4":"Klima","5":"|","6":"und Energie ( EIKE )"},{"1":"[vOw02SjI.txt, 561]","2":"Generalsekretär, Europäisches Institut für","3":"|","4":"Klima","5":"|","6":"und Energie ( EIKE )"},{"1":"[vOw02SjI.txt, 792]","2":"an das Europäisches Institut für","3":"|","4":"Klima","5":"|","6":"und Energie ( EIKE )"},{"1":"[vOw02SjI.txt, 821]","2":". der jüngsten Zeit-Konferenz „","3":"|","4":"Klima","5":"|","6":"& Energie\" am 17.10.17"},{"1":"[vsB6hrs7.txt, 4621]","2":". B. das „","3":"|","4":"Klima","5":"|","6":"bewirtschaftet\", so wie"},{"1":"[VSLOmrN8.txt, 693]","2":": „ Wetter ist nicht","3":"|","4":"Klima","5":"|","6":"\" srksm off"},{"1":"[VVLGTynd.txt, 1056]","2":"( hier ), das","3":"|","4":"Klima","5":"|","6":"wirklich genau modellieren zu können"},{"1":"[VVLGTynd.txt, 1372]","2":"Vergleich zu computerisierten Experten-systemen greift","3":"|","4":"Klima","5":"|","6":"Modellierung viel zu kurz."},{"1":"[VVLGTynd.txt, 1389]","2":"wir haben bestenfalls ein manuelles","3":"|","4":"Klima","5":"|","6":"Experten-system welches dem Alltagsexperten ("},{"1":"[VVLGTynd.txt, 1513]","2":"auf das manuelle Experten-system der","3":"|","4":"Klima","5":"|","6":"Modellierung zu, das lässt"},{"1":"[VVLGTynd.txt, 2926]","2":"Langzeit-Muster im Wetter aka.","3":"|","4":"Klima","5":"|","6":"). Nehmen Sie sich"},{"1":"[VW75kstC.txt, 80]","2":"30-jährigen globalen Wetterdurchschnitts ( =","3":"|","4":"Klima","5":"|","6":") zu verhindern. Und"},{"1":"[w0vqSfff.txt, 617]","2":"München Mediterran\" mal wieder","3":"|","4":"Klima","5":"|","6":"und Wetter vollständig durcheinander gewirbelt"},{"1":"[w0vqSfff.txt, 654]","2":". Aber natürlich bleibt das","3":"|","4":"Klima","5":"|","6":", welches sich in 32"},{"1":"[w2SwQ2QB.txt, 680]","2":"für das untere oder mittlere","3":"|","4":"Klima","5":"|","6":"analysieren. Hätten The New"},{"1":"[w7VI9tCA.txt, 2791]","2":"die Nahrung für ein besseres","3":"|","4":"Klima","5":"|","6":"vorschreiben. Allein die Spekulation"},{"1":"[w7VI9tCA.txt, 3480]","2":"sicher, je lauter das","3":"|","4":"Klima","5":"|","6":"Geschrei, desto steiler die"},{"1":"[w7VI9tCA.txt, 3519]","2":"gelingen wird, diesen schädlichen","3":"|","4":"Klima","5":"|","6":"Faschismus zu stoppen. Mit"},{"1":"[wAE1z5qB.txt, 812]","2":"bedeutendsten Hochkulturen in Verbindung mit","3":"|","4":"Klima","5":"|","6":"zu erforschen, wird nur"},{"1":"[WDRRXt5F.txt, 15]","2":"April, sondern auch das","3":"|","4":"Klima","5":"|","6":"insgesamt. Foto: Stefan"},{"1":"[WDRRXt5F.txt, 748]","2":"natürlich mit beim Wetter und","3":"|","4":"Klima","5":"|","6":"mit und sorgt in den"},{"1":"[WDRRXt5F.txt, 943]","2":"natürlich mit beim Wetter und","3":"|","4":"Klima","5":"|","6":"mit und sorgt in den"},{"1":"[Wluo1NG9.txt, 2622]","2":"er nicht den Fehler im","3":"|","4":"Klima","5":"|","6":", sondern den der Einzelwerte"},{"1":"[Wluo1NG9.txt, 3269]","2":"nächsten 10.000 Jahre oder das","3":"|","4":"Klima","5":"|","6":"der letzten Eiszeit. Das"},{"1":"[Wluo1NG9.txt, 4691]","2":"Wettervorhersage Gesamtheit der Lottoziehungen =","3":"|","4":"Klima","5":"|","6":"Änderung des Satzes der Kugeln"},{"1":"[Wluo1NG9.txt, 6063]","2":"irgendwie quantitativ auch mit dem","3":"|","4":"Klima","5":"|","6":"ändern und. Aber das"},{"1":"[wnA7GWSF.txt, 22]","2":"bilden ein Empire basierend auf","3":"|","4":"Klima","5":"|","6":"- und Energiealarmismus. Elon"},{"1":"[wRNEAs1P.txt, 67]","2":"„ und es wird das","3":"|","4":"Klima","5":"|","6":"nicht ein bisschen ändern."},{"1":"[wRNEAs1P.txt, 292]","2":"keinen nennenswerten Nutzen für das","3":"|","4":"Klima","5":"|","6":"oder die Umwelt haben."},{"1":"[wugFppnI.txt, 400]","2":"gefährlich die Sportaktivisten für das","3":"|","4":"Klima","5":"|","6":"sind, zeigen zwei Zahlen"},{"1":"[wugFppnI.txt, 2685]","2":"glaubt dass der Mensch das","3":"|","4":"Klima","5":"|","6":"verändert, nicht die Sonne"},{"1":"[wugFppnI.txt, 2750]","2":"die Frage: Wird unser","3":"|","4":"Klima","5":"|","6":"global mehr von Treibausgasen oder"},{"1":"[wugFppnI.txt, 2810]","2":"die Mär vom Menschen gemachten","3":"|","4":"Klima","5":"|","6":"einfach zu verlockend? Nigel"},{"1":"[wugFppnI.txt, 3008]","2":"eigentlich mehr bedroht, das","3":"|","4":"Klima","5":"|","6":"oder die Freiheit? Wir"},{"1":"[WYwJ2C4h.txt, 97]","2":"des menschlichen Einflusses auf das","3":"|","4":"Klima","5":"|","6":"stammt ausschließlich von nicht validierten"},{"1":"[WYwJ2C4h.txt, 377]","2":". Die Menschen beeinflussen das","3":"|","4":"Klima","5":"|","6":"mit Sicherheit bis zu einem"},{"1":"[WYwJ2C4h.txt, 937]","2":"Hypothesen, wie sensitiv das","3":"|","4":"Klima","5":"|","6":"auf jene Emissionen reagiert."},{"1":"[WYwJ2C4h.txt, 1550]","2":"Abschwächungsmaßnahmen können die Verwundbarkeit durch","3":"|","4":"Klima","5":"|","6":"teilweise betreffen, sowohl durch"},{"1":"[WYwJ2C4h.txt, 2377]","2":"ist auf keinen Fall das","3":"|","4":"Klima","5":"|","6":", zu dem zurückzukehren wir"},{"1":"[WYwJ2C4h.txt, 4851]","2":"anzupassen. Weiter. Das","3":"|","4":"Klima","5":"|","6":"als gefährlich einzustufen mittels fragwürdiger"},{"1":"[WYwJ2C4h.txt, 4861]","2":"fragwürdiger Klimamodelle, welche das","3":"|","4":"Klima","5":"|","6":"weit in die Zukunft hinein"},{"1":"[WYwJ2C4h.txt, 4905]","2":"entnimmt, dass wir das","3":"|","4":"Klima","5":"|","6":"der Zukunft nicht kennen und"},{"1":"[x1wy7FNw.txt, 5301]","2":"alles auf das Wetter/","3":"|","4":"Klima","5":"|","6":"keinen Einfluss hat. Die"},{"1":"[x8mDB746.txt, 1784]","2":"NDR die Leute über das","3":"|","4":"Klima","5":"|","6":"informieren wollen, Wissensweitergabe ist"},{"1":"[xB7MmWBa.txt, 48]","2":"IPCC, dass das irdische","3":"|","4":"Klima","5":"|","6":"höchst empfindlich auf CO2-Emissionen reagiere"},{"1":"[xB7MmWBa.txt, 292]","2":"verwies darauf, dass das","3":"|","4":"Klima","5":"|","6":"hingegen seit Urzeiten hauptsächlich von"},{"1":"[xB7MmWBa.txt, 1034]","2":"nicht möglich, da das","3":"|","4":"Klima","5":"|","6":"ein nichtlineares und chaotisches System"},{"1":"[xB7MmWBa.txt, 1092]","2":"der gleichen Wahrscheinlichkeit das zukünftige","3":"|","4":"Klima","5":"|","6":"auch durch würfeln ermitteln."},{"1":"[XC0DZgiK.txt, 1358]","2":"Frauen verbrannt und damit das","3":"|","4":"Klima","5":"|","6":"gerettet. Das sind die"},{"1":"[Xe3Zxf9v.txt, 270]","2":"die positiven Auswirkungen auf das","3":"|","4":"Klima","5":"|","6":". Wir müssen möglichst schnell"},{"1":"[Xe3Zxf9v.txt, 297]","2":"besser ist das für das","3":"|","4":"Klima","5":"|","6":"\"… AFD: „"},{"1":"[Xe3Zxf9v.txt, 495]","2":"für den Endkampf gegen das","3":"|","4":"Klima","5":"|","6":"zugestimmt [ 2 ] und"},{"1":"[Xe3Zxf9v.txt, 1018]","2":"\" ausbauen, um das","3":"|","4":"Klima","5":"|","6":"zu retten. Angebliche Unterschiede"},{"1":"[xEN6pwN4.txt, 404]","2":", deren Politiker auch das","3":"|","4":"Klima","5":"|","6":"retten wollen. Daß die"},{"1":"[Xfi0uptB.txt, 1494]","2":"nicht erst das Wort „","3":"|","4":"Klima","5":"|","6":"\"…. man könnte"},{"1":"[XjUZ25L4.txt, 2]","2":"Skeptische","3":"|","4":"Klima","5":"|","6":"Wissenschaftler feuern zurück auf „"},{"1":"[xqXtXtd5.txt, 53]","2":"unterscheiden kann zwischen Wetter und","3":"|","4":"Klima","5":"|","6":"? In jedem Lexikon,"},{"1":"[xqXtXtd5.txt, 64]","2":"in jedem Schulbuch steht:","3":"|","4":"Klima","5":"|","6":"wird vom Wetter abgeleitet und"},{"1":"[xqXtXtd5.txt, 181]","2":"die Kausalität „ Wetter -","3":"|","4":"Klima","5":"|","6":"\" müsste auch der Richter"},{"1":"[xqXtXtd5.txt, 557]","2":"und ihres Einflusses auf das","3":"|","4":"Klima","5":"|","6":"beschäftigt. Dabei kommt man"},{"1":"[XVBufAku.txt, 586]","2":"Fall gleich auch noch unser","3":"|","4":"Klima","5":"|","6":"„ retten\" zu können"},{"1":"[Xx44k7sv.txt, 33]","2":"zu den Themen Energie und","3":"|","4":"Klima","5":"|","6":"vor die Presse. Unterstützt"},{"1":"[Xx44k7sv.txt, 66]","2":"Video der AfD Pressekonferenz zu","3":"|","4":"Klima","5":"|","6":"& Energiethemen am 4.9.17 in"},{"1":"[Xx44k7sv.txt, 3682]","2":"lernen. Beim Thema,","3":"|","4":"Klima","5":"|","6":"oder CO2 haben Sie das"},{"1":"[XYayVnW4.txt, 364]","2":"Mit der Wahrheit über das","3":"|","4":"Klima","5":"|","6":"ist das allerdings so eine"},{"1":"[XYayVnW4.txt, 1118]","2":"? Dann hat sich das","3":"|","4":"Klima","5":"|","6":"dort gewandelt. Dort ist"},{"1":"[XYayVnW4.txt, 1347]","2":"ist jemand, der das","3":"|","4":"Klima","5":"|","6":"leugnet ). Er hat"},{"1":"[XYayVnW4.txt, 1870]","2":"Sie arbeiten statt hier das","3":"|","4":"Klima","5":"|","6":"zu leugnen, dann wird"},{"1":"[XYayVnW4.txt, 2223]","2":"diese Personen nicht mehr von","3":"|","4":"Klima","5":"|","6":", Umweltschutz, Energieversorgung,"},{"1":"[xYlA6K2O.txt, 239]","2":"₂ ist für Wetter und","3":"|","4":"Klima","5":"|","6":"nicht relevant. Effiziente NEUE"},{"1":"[xYlA6K2O.txt, 910]","2":"₂ ist für Wetter und","3":"|","4":"Klima","5":"|","6":"nicht relevant. Effiziente NEUE"},{"1":"[xYlA6K2O.txt, 1567]","2":"schlimmer als jegliches Wetter oder","3":"|","4":"Klima","5":"|","6":"oder beides. Und beide"},{"1":"[xYlA6K2O.txt, 1736]","2":"- mittelmäßig, wäre ohne","3":"|","4":"Klima","5":"|","6":"nie Prof geworden. Bei"},{"1":"[xyPvz0Nc.txt, 1359]","2":"Maßnahmen zur Anpassung an das","3":"|","4":"Klima","5":"|","6":". Daher ist es unsere"},{"1":"[xyPvz0Nc.txt, 1400]","2":", wie genau sich das","3":"|","4":"Klima","5":"|","6":"denn nun geändert hat."},{"1":"[xysPd77F.txt, 567]","2":", warum die Modelle das","3":"|","4":"Klima","5":"|","6":"so falsch darstellen, ist"},{"1":"[Y24xNety.txt, 292]","2":". Die durch Menschen verursachten","3":"|","4":"Klima","5":"|","6":"Opfer erscheinen dagegen im Vergleich"},{"1":"[Y24xNety.txt, 724]","2":"beliebte Ereignisse zur Erzeugung alarmierender","3":"|","4":"Klima","5":"|","6":"Schlagzeilen, aber die US-Wetterereignisse"},{"1":"[Y6pkXSmA.txt, 934]","2":"von Temperatur und Niederschlag (","3":"|","4":"Klima","5":"|","6":") auf korrespondierende Variationen der"},{"1":"[Y6pkXSmA.txt, 1663]","2":"den Daten der Vergangenheit das","3":"|","4":"Klima","5":"|","6":"der jüngsten Vergangenheit nachrechnen."},{"1":"[Y6pkXSmA.txt, 2530]","2":"interessiert, herauszufinden wie das","3":"|","4":"Klima","5":"|","6":"auf diesem Planeten funktioniert."},{"1":"[Y6pkXSmA.txt, 2565]","2":"… ) ausschlaggebend für das","3":"|","4":"Klima","5":"|","6":". Aber um mal auf"},{"1":"[Y6pkXSmA.txt, 2628]","2":"nicht in der Lage ein","3":"|","4":"Klima","5":"|","6":"zu simulieren, dass dieselben"},{"1":"[Y6pkXSmA.txt, 2654]","2":"deuten was den Einfluss aufs","3":"|","4":"Klima","5":"|","6":"größtenteils ausmacht. Aber wir"},{"1":"[Y6pkXSmA.txt, 2726]","2":"bewusst wird, das das","3":"|","4":"Klima","5":"|","6":"eine unberechenbare Bitc* ist"},{"1":"[Y6pkXSmA.txt, 2759]","2":"für welche Änderung im globalen","3":"|","4":"Klima","5":"|","6":"verantwortlich ist. Eigentlich will"},{"1":"[Y6pkXSmA.txt, 2771]","2":"nur sagen, dass das","3":"|","4":"Klima","5":"|","6":"wohl von mehr beeinflusst wird"},{"1":"[Y6pkXSmA.txt, 2821]","2":", weiß was für das","3":"|","4":"Klima","5":"|","6":"verantwortlich ist, kann er"},{"1":"[Y6pkXSmA.txt, 2899]","2":", zu wissen wie das","3":"|","4":"Klima","5":"|","6":"funktioniert, wird irgend ein"},{"1":"[Y6pkXSmA.txt, 3093]","2":"behauptet, dass diese das","3":"|","4":"Klima","5":"|","6":"NICHT erwärmen, da in"},{"1":"[YAwotVuk.txt, 2462]","2":"wenn es um Wetter und","3":"|","4":"Klima","5":"|","6":"geht ist schlichtweg Bullshit."},{"1":"[YBU48zfT.txt, 1]","2":"","3":"|","4":"Klima","5":"|","6":"und Wahrheit: Eine Geschichte"},{"1":"[yDTjQeOo.txt, 197]","2":"sie nur noch über das","3":"|","4":"Klima","5":"|","6":"gesprochen und das Autoverbot beschlossen"},{"1":"[yDTjQeOo.txt, 229]","2":"sprachen nur noch über das","3":"|","4":"Klima","5":"|","6":". Dabei wurde das Autoverbot"},{"1":"[YdYUUEJL.txt, 3768]","2":"Untergang emittiert. Da das","3":"|","4":"Klima","5":"|","6":"nicht nur zu schwanken scheint"},{"1":"[YdYUUEJL.txt, 3859]","2":"wir nun die Maßstäbe fürs","3":"|","4":"Klima","5":"|","6":", einer Definition, an"},{"1":"[YdYUUEJL.txt, 3895]","2":"Mantra, der Mensch dem","3":"|","4":"Klima","5":"|","6":", wie immer es sich"},{"1":"[YdYUUEJL.txt, 4767]","2":"hier in einem Forum für","3":"|","4":"Klima","5":"|","6":"und Energie sind, und"},{"1":"[yFCbPSGZ.txt, 1458]","2":"Wachstum ist schlecht für das","3":"|","4":"Klima","5":"|","6":". Und die meinen das"},{"1":"[yFCbPSGZ.txt, 1481]","2":", pardon, für das","3":"|","4":"Klima","5":"|","6":"alles, für den Menschen"},{"1":"[yFCbPSGZ.txt, 1797]","2":"wärmer. war das eine","3":"|","4":"Klima","5":"|","6":"/ Wetter Vorhersage oder…"},{"1":"[YHVVRd6O.txt, 44]","2":"Strahlen auf Wolken und terrestrisches","3":"|","4":"Klima","5":"|","6":"abwegig ist. Die jüngste"},{"1":"[yLGMfX0q.txt, 349]","2":"der „ Einen Wahrheit des","3":"|","4":"Klima","5":"|","6":"Glaubens\" entfernt. Auch"},{"1":"[yLGMfX0q.txt, 378]","2":"der menschliche Einfluss auf das","3":"|","4":"Klima","5":"|","6":"in der Vergangenheit viel kleiner"},{"1":"[ynpdk5Ek.txt, 1309]","2":"Frankfurter Allgemeine, 27.10.2005:","3":"|","4":"Klima","5":"|","6":": Mittelmeerländer leiden besonders unter"},{"1":"[ynpdk5Ek.txt, 1560]","2":"Rückblick auf das Wetter und","3":"|","4":"Klima","5":"|","6":"im vergangenen Jahr hob der"},{"1":"[ynpdk5Ek.txt, 2301]","2":"gegeben, egal ob das","3":"|","4":"Klima","5":"|","6":"kälter oder Wärmer war."},{"1":"[yNSGivTd.txt, 616]","2":", doch das Wort „","3":"|","4":"Klima","5":"|","6":"\" fällt dort nicht."},{"1":"[YNvavjXt.txt, 4120]","2":"braven Bürgers, Zukunft das","3":"|","4":"Klima","5":"|","6":"schützen will? vor dem"},{"1":"[YNvavjXt.txt, 5138]","2":"betrogen, wie es die","3":"|","4":"Klima","5":"|","6":"„ Wissenschaft\" ( ="},{"1":"[YNvavjXt.txt, 7911]","2":", wie man angeblich das","3":"|","4":"Klima","5":"|","6":"rettet, ganze Wirtschaftsbranchen entwertet"},{"1":"[yO7lKm4q.txt, 112]","2":"keinen wirklichen Nutzen für das","3":"|","4":"Klima","5":"|","6":"hat. Basierend auf demselben"},{"1":"[yO7lKm4q.txt, 1415]","2":"notwendig, da das eigentliche","3":"|","4":"Klima","5":"|","6":"die globale Verdummung ignoriert hat"},{"1":"[Yvg1YlJq.txt, 1008]","2":"Leistung. Nebenaggregate incl.","3":"|","4":"Klima","5":"|","6":"/ Heizung erfordern nur im"},{"1":"[zamEtokK.txt, 1289]","2":"für Primärliteratur der Big Oil","3":"|","4":"Klima","5":"|","6":"\" leugner\" von den"},{"1":"[zeRz4HxY.txt, 740]","2":"Indizien die für ein milderes","3":"|","4":"Klima","5":"|","6":"sprechen. Ebenso die Anlage"},{"1":"[ZfoWd3jD.txt, 42]","2":"Doris Leuthard Angst vor dem","3":"|","4":"Klima","5":"|","6":"Heute treten rund 150 Schweizer"},{"1":"[ZfoWd3jD.txt, 654]","2":"den Zusammenhang zwischen Kohlendioxid und","3":"|","4":"Klima","5":"|","6":"gäbe, der Einfluss von"},{"1":"[ZfoWd3jD.txt, 786]","2":"einem Mass wie stark das","3":"|","4":"Klima","5":"|","6":"auf den Kohlendioxidgehalt in der"},{"1":"[ZfoWd3jD.txt, 919]","2":"Doris Leuthard Angst vor dem","3":"|","4":"Klima","5":"|","6":"http://www.blick.ch/news/politik/150-seniorinnen-klagen-gegen-bundesraetin-doris-leuthard-angst-vor-dem-klima-id5407753.html [ 2 ] Basler"},{"1":"[ZfoWd3jD.txt, 989]","2":"Bundesrätin Doris LeuthardAngst vor dem","3":"|","4":"Klima","5":"|","6":"Heute treten rund 150 Schweizer"},{"1":"[ZfoWd3jD.txt, 1217]","2":"Leuthard klagen, die das","3":"|","4":"Klima","5":"|","6":"ja auch schützen will und"},{"1":"[ZfoWd3jD.txt, 1270]","2":"Die Schweiz tut in Sachen","3":"|","4":"Klima","5":"|","6":"immer noch zu wenig."},{"1":"[ZfoWd3jD.txt, 2200]","2":"den Zusammenhang zwischen Kohlendioxid und","3":"|","4":"Klima","5":"|","6":"gäbe, der Einfluss von"},{"1":"[ZfoWd3jD.txt, 2364]","2":"einem Mass wie stark das","3":"|","4":"Klima","5":"|","6":"auf den Kohlendioxidgehalt in der"},{"1":"[ZfoWd3jD.txt, 3209]","2":"den Punkt zu bringen.","3":"|","4":"Klima","5":"|","6":"= Zeit = Klima!"},{"1":"[ZfoWd3jD.txt, 3213]","2":". Klima = Zeit =","3":"|","4":"Klima","5":"|","6":"! Wer meint dem Klima"},{"1":"[ZfoWd3jD.txt, 3218]","2":"Klima! Wer meint dem","3":"|","4":"Klima","5":"|","6":"eine Konstante anhängen müssen und"},{"1":"[zi0CoaNY.txt, 1807]","2":"könne keinen Einfluß auf das","3":"|","4":"Klima","5":"|","6":"haben. Und jetzt sollen"},{"1":"[ZkDRhwnM.txt, 244]","2":"° C ] gestiegen seien","3":"|","4":"Klima","5":"|","6":"auf einen Blick. Quelle"},{"1":"[ZkDRhwnM.txt, 1193]","2":"die Kurve im Bild „","3":"|","4":"Klima","5":"|","6":"auf einen Blick\" an"},{"1":"[zMCsF6b9.txt, 3518]","2":"eine Maschine einsteige. Beim","3":"|","4":"Klima","5":"|","6":"ist das eher schwierig,"},{"1":"[zmIskVRo.txt, 1060]","2":"zu akzeptieren hätten. Das","3":"|","4":"Klima","5":"|","6":"ändert sich, sagen sie"},{"1":"[ZpOgts8R.txt, 1005]","2":". Das ist schlecht fürs","3":"|","4":"Klima","5":"|","6":"- vor allem das politische"},{"1":"[ZR9ZKkKK.txt, 1534]","2":") konsistenter mit Änderungen von","3":"|","4":"Klima","5":"|","6":"und Cryosphäre sind als Church"},{"1":"[zSlkhUyo.txt, 255]","2":"in der Lage, das","3":"|","4":"Klima","5":"|","6":"zu beeinflussen, das hat"},{"1":"[ZTR7Wf2L.txt, 77]","2":"vorgenommen nunmehr endlich auch das","3":"|","4":"Klima","5":"|","6":"zu „ schützen\"."},{"1":"[ZTR7Wf2L.txt, 247]","2":", was die Wissenschaft vom","3":"|","4":"Klima","5":"|","6":"betrifft, der Einzige."},{"1":"[ZTR7Wf2L.txt, 933]","2":"irgendeinen Einfluss auf das „","3":"|","4":"Klima","5":"|","6":"\". Weder das bayerische"},{"1":"[ZTR7Wf2L.txt, 1022]","2":", Gremien usw. Das","3":"|","4":"Klima","5":"|","6":"hingegen braucht es nicht,"},{"1":"[ZTR7Wf2L.txt, 1568]","2":"So kommt der Begriff „","3":"|","4":"Klima","5":"|","6":"\" im Antrag 7 mal"},{"1":"[ZTR7Wf2L.txt, 1612]","2":"Anforderungen zu begründen. Zum","3":"|","4":"Klima","5":"|","6":"? Der Deutsche Wetterdienst ["},{"1":"[ZTR7Wf2L.txt, 1624]","2":"] schreibt: „ Das","3":"|","4":"Klima","5":"|","6":"ist definiert als die Zusammenfassung"},{"1":"[ZTR7Wf2L.txt, 1860]","2":"Autoren, solle dann das","3":"|","4":"Klima","5":"|","6":", also ein statistischer Wert"},{"1":"[ZTR7Wf2L.txt, 1905]","2":"an unbestimmt, um welches","3":"|","4":"Klima","5":"|","6":"es sich handelt, dass"},{"1":"[ZTR7Wf2L.txt, 1944]","2":"verborgen, wie das jeweilige","3":"|","4":"Klima","5":"|","6":"„ geschützt\" werden kann"},{"1":"[ZTR7Wf2L.txt, 1982]","2":"Begriffsbestimmung kann aber nur das","3":"|","4":"Klima","5":"|","6":"in Bayern gemeint sein,"},{"1":"[ZTR7Wf2L.txt, 1991]","2":"sein, denn ein anderes","3":"|","4":"Klima","5":"|","6":"als das in Bayern,"},{"1":"[ZTR7Wf2L.txt, 2253]","2":"berichten. [ 1 ]","3":"|","4":"Klima","5":"|","6":". In: Wetterlexikon."},{"1":"[ZTR7Wf2L.txt, 2680]","2":"Einfluss von Bayern auf das","3":"|","4":"Klima","5":"|","6":"\" einen Satz bei einer"},{"1":"[ZYIh8So7.txt, 191]","2":"der menschliche Einfluss auf das","3":"|","4":"Klima","5":"|","6":"wahrscheinlich sehr gering und außerdem"},{"1":"[03BXs4Vg.txt, 967]","2":"HABEN EINERLEI MACHT ÜBER DAS","3":"|","4":"KLIMA","5":"|","6":"! https://www.wissenschaft.de/erde-klima/besiedlung-amerikas-dank-warmer-ozeane/?fbclid=IwAR3xhKN5_VtWFfRjT3TDZvtlJCtqmReL9lPpcNPn6fBmcPu_JPSvacD4BLQ Vergleicht man mal"},{"1":"[03BXs4Vg.txt, 1057]","2":"…… hat sich das","3":"|","4":"Klima","5":"|","6":"dadurch verändert? NEIN!"},{"1":"[0EE6EcMU.txt, 683]","2":"diese Umstände werden wie bei","3":"|","4":"Klima","5":"|","6":"in der SZ rundweg geleugnet"},{"1":"[0mwuffuF.txt, 697]","2":"mit den Behauptungen der offiziellen","3":"|","4":"Klima","5":"|","6":"( folgen ) forschung argumentiert"},{"1":"[0mwuffuF.txt, 736]","2":"Behauptungen, die die offizielle","3":"|","4":"Klima","5":"|","6":"( folgen ) forschung vor"},{"1":"[0ns3FT0X.txt, 322]","2":"und Befürchtungen nicht auf das","3":"|","4":"Klima","5":"|","6":", bzw. die Globaltemperatur"},{"1":"[0ns3FT0X.txt, 662]","2":"letzten 100 Jahren mit dem","3":"|","4":"Klima","5":"|","6":"aus: Im Zeitraum von"},{"1":"[0ns3FT0X.txt, 1435]","2":"die Fähigkeit zugeschrieben, das","3":"|","4":"Klima","5":"|","6":"unseres Planeten zu bestimmen."},{"1":"[0ns3FT0X.txt, 1565]","2":"Paris sein wird, das","3":"|","4":"Klima","5":"|","6":"wird sich davon nicht im"},{"1":"[0ns3FT0X.txt, 2614]","2":"die stärkste Wirkung auf das","3":"|","4":"Klima","5":"|","6":"haben. Die anderen „"},{"1":"[0ns3FT0X.txt, 3419]","2":"die stärkste Wirkung auf das","3":"|","4":"Klima","5":"|","6":"haben. Die anderen „"},{"1":"[0ns3FT0X.txt, 6412]","2":"Sonne keinen Einfluss auf unser","3":"|","4":"Klima","5":"|","6":"haben, weil die Sonne"},{"1":"[0ns3FT0X.txt, 7053]","2":"Sonne keinen Einfluss auf unser","3":"|","4":"Klima","5":"|","6":"haben, weil die Sonne"},{"1":"[0URkeQrQ.txt, 1247]","2":"Nicht nur bei Energie und","3":"|","4":"Klima","5":"|","6":", das ist überall so"},{"1":"[0xYcQ5iv.txt, 290]","2":"Mose 28,12 ausschließlich Gott das","3":"|","4":"Klima","5":"|","6":"lenkt und den Menschen versprach"},{"1":"[0xYcQ5iv.txt, 586]","2":"Gott anstelle von CO2 das","3":"|","4":"Klima","5":"|","6":"lenkt? wurde es bereits"},{"1":"[0xYcQ5iv.txt, 2358]","2":"Minister Dr. Müller für","3":"|","4":"Klima","5":"|","6":"und Energieversorgung keine Fachausbildung:"}],"options":{"columns":{"min":{},"max":[10],"total":[6]},"rows":{"min":[10],"max":[10],"total":[1000]},"pages":{}}}
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<!-- rnb-source-begin eyJkYXRhIjoiYGBgclxuYGBgclxua2xpbWFyZXBfa3dpYyA8LSBrd2ljKGtsaW1hcmVwX2NvcnB1cywgXFxrbGltYVxcKVxuYGBgXG5gYGAifQ== -->

```r
```r
klimarep_kwic <- kwic(klimarep_corpus, \klima\)

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<!-- rnb-output-begin eyJkYXRhIjoiV2FybnVuZzogJ2t3aWMuY29ycHVzKCknIGlzIGRlcHJlY2F0ZWQuIFVzZSAndG9rZW5zKCknIGZpcnN0LlxuIn0= -->

Warnung: ‘kwic.corpus()’ is deprecated. Use ‘tokens()’ first.




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<!-- rnb-source-begin eyJkYXRhIjoiYGBgclxuYGBgclxua2xpbWFyZXBfa3dpY1xuYGBgXG5gYGAifQ== -->

```r
```r
klimarep_kwic

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<!-- rnb-output-begin eyJkYXRhIjoiS2V5d29yZC1pbi1jb250ZXh0IHdpdGggNjQgbWF0Y2hlcy5cbiJ9 -->

Keyword-in-context with 64 matches.




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Aber weil sich das","3":"|","4":"Klima","5":"|","6":"in Deutschland bereits deutlich erwärmt"},{"1":"[4sdQvjfY.txt, 268]","2":"nicht überhört werden sollte.","3":"|","4":"klima","5":"|","6":"update ° - Folge 35"},{"1":"[6k6gwJFD.txt, 1]","2":"","3":"|","4":"klima","5":"|","6":"update ° - Folge 35"},{"1":"[6k6gwJFD.txt, 41]","2":"und Susanne Schwarz. Das","3":"|","4":"klima","5":"|","6":"update ° Die Produktion ist"},{"1":"[6k6gwJFD.txt, 89]","2":"). Diese Woche im","3":"|","4":"klima","5":"|","6":"update °: - Weltweit"},{"1":"[7Pk2VLdn.txt, 526]","2":"deutschen Autobahnen bringe nichts fürs","3":"|","4":"Klima","5":"|","6":". Fakt ist seine Aussage"},{"1":"[9gqyNYEO.txt, 22]","2":". Aber weil sich das","3":"|","4":"Klima","5":"|","6":"in Deutschland bereits deutlich erwärmt"},{"1":"[9gqyNYEO.txt, 145]","2":"speichern. Da sich das","3":"|","4":"Klima","5":"|","6":"in Deutschland bereits um rund"},{"1":"[btLicppT.txt, 224]","2":"wenn Gerichte jetzt für das","3":"|","4":"Klima","5":"|","6":"urteilen, darf die Krise"},{"1":"[d1NGHBs9.txt, 609]","2":"sein, dass sich das","3":"|","4":"Klima","5":"|","6":"schon heute rasant verändert."},{"1":"[EFO9nfx2.txt, 949]","2":"ist Wetter nicht gleichzusetzen mit","3":"|","4":"Klima","5":"|","6":", aber richtig ist,"},{"1":"[EHEL4cX3.txt, 213]","2":"nicht hilfreich. Über das","3":"|","4":"Klima","5":"|","6":"reden Was also ist ein"},{"1":"[EHEL4cX3.txt, 476]","2":"hin zu Nachrichtenberichten über das","3":"|","4":"Klima","5":"|","6":"und andere wichtige Themen."},{"1":"[EHEL4cX3.txt, 1336]","2":"ich arbeite, widmen dem","3":"|","4":"Klima","5":"|","6":"mehr Zeit und überdenken ihre"},{"1":"[eU9qBhVG.txt, 269]","2":"für einen echten Steuerungseffekt beim","3":"|","4":"Klima","5":"|","6":". Aber schon wenn wir"},{"1":"[FVqQKF1O.txt, 39]","2":"wird: die Klimakrise.","3":"|","4":"klima","5":"|","6":"update ° - Folge 35"},{"1":"[FVqQKF1O.txt, 584]","2":", findet er erstaunlich.","3":"|","4":"klima","5":"|","6":"update ° - Folge 34"},{"1":"[hMDQ6UjG.txt, 10]","2":"Advertorials Fischzucht, Umwelt und","3":"|","4":"Klima","5":"|","6":"Aquakulturen boomen und werden nachhaltiger"},{"1":"[hMDQ6UjG.txt, 53]","2":"die Umwelt und indirekt das","3":"|","4":"Klima","5":"|","6":". Agri-PV in Deutschland noch"},{"1":"[hMDQ6UjG.txt, 438]","2":"? Die Bundesregierung will das","3":"|","4":"Klima","5":"|","6":"mit\" grünem\" Wasserstoff"},{"1":"[ilcJYLuq.txt, 45]","2":"Der gute Wille Domino-Effekt beim","3":"|","4":"Klima","5":"|","6":"Einige der\" Kippelemente\""},{"1":"[jbVAXV3F.txt, 291]","2":"einen positiven Einfluss auf das","3":"|","4":"Klima","5":"|","6":"und die Umwelt haben."},{"1":"[jg1w69E9.txt, 425]","2":"und entlastet so Umwelt und","3":"|","4":"Klima","5":"|","6":". Vor allem durch seine"},{"1":"[jg1w69E9.txt, 441]","2":"bessere Ökobilanz als Stahlbeton.","3":"|","4":"klima","5":"|","6":"update ° - Folge 34"},{"1":"[jg1w69E9.txt, 510]","2":"sind auch ein Risiko fürs","3":"|","4":"Klima","5":"|","6":", ein neuer WHO-Bericht wirft"},{"1":"[JjblyKQ4.txt, 402]","2":", dass er auch das","3":"|","4":"Klima","5":"|","6":"schädigt. Laut einer neuen"},{"1":"[JjblyKQ4.txt, 447]","2":"illustrieren, dass sich das","3":"|","4":"Klima","5":"|","6":"schneller verändert als bisher angenommen"},{"1":"[JjblyKQ4.txt, 477]","2":"CO2-Trends keine Entspannung abzeichnet.","3":"|","4":"klima","5":"|","6":"update ° - Folge 33"},{"1":"[Jk5GWWCS.txt, 205]","2":"Energiewende und Klimawandel möglich.","3":"|","4":"klima","5":"|","6":"update ° - Folge 29"},{"1":"[JnYKUJwj.txt, 436]","2":". Bundesweiter Aktionstag\" Das","3":"|","4":"Klima","5":"|","6":"geht uns alle an\""},{"1":"[kIvKliMV.txt, 328]","2":"Der gute Wille Gen-Schere fürs","3":"|","4":"Klima","5":"|","6":"? Agrarexperten schlagen vor,"},{"1":"[NetyUMoC.txt, 242]","2":". Aber weil sich das","3":"|","4":"Klima","5":"|","6":"in Deutschland bereits deutlich erwärmt"},{"1":"[NetyUMoC.txt, 268]","2":"nicht überhört werden sollte.","3":"|","4":"klima","5":"|","6":"update ° - Folge 35"},{"1":"[NQNrgrWT.txt, 453]","2":"Weniger Zertifikate sind mehr fürs","3":"|","4":"Klima","5":"|","6":"Noch immer ist die Zahl"},{"1":"[O3ifi2qy.txt, 287]","2":", dass er auch das","3":"|","4":"Klima","5":"|","6":"schädigt. Laut einer neuen"},{"1":"[OhANDwC1.txt, 113]","2":", und das hilft dem","3":"|","4":"Klima","5":"|","6":". FÖS-Studie mit Ausstiegs-Fahrplan Kein"},{"1":"[OhANDwC1.txt, 396]","2":"in Belgien.\" Bürgerrat","3":"|","4":"Klima","5":"|","6":"\" in der Analyse Macht"},{"1":"[OhANDwC1.txt, 449]","2":"werden. und Florian Wieczorek","3":"|","4":"klima","5":"|","6":"update ° - Folge 32"},{"1":"[OhANDwC1.txt, 483]","2":"in nächster Zeit regelmäßig im","3":"|","4":"klima","5":"|","6":"update ° auftauchen. Diesmal"},{"1":"[OhANDwC1.txt, 514]","2":"zusammengewürfelten Menschen des\" Bürgerrats","3":"|","4":"Klima","5":"|","6":"\". Klimakonferenzen Dossiers Tag"},{"1":"[OhANDwC1.txt, 662]","2":", fordert der\" Bürgerrat","3":"|","4":"Klima","5":"|","6":"\". Die ausgelosten Bürger:innen"},{"1":"[OhfhduUH.txt, 16]","2":"Teil 17 Gutscheine fürs gute","3":"|","4":"Klima","5":"|","6":"Selbst die klimafreundlichsten Unternehmen in"},{"1":"[OhfhduUH.txt, 431]","2":", und das hilft dem","3":"|","4":"Klima","5":"|","6":". Klimakonferenzen Dossiers FÖS-Studie mit"},{"1":"[Q7PMbLRL.txt, 142]","2":"Infrastruktur heizt ohne Not das","3":"|","4":"Klima","5":"|","6":"auf, findet unsere Gastautorin"},{"1":"[QgCQEpPY.txt, 43]","2":"diesjährigen Umweltmonitor vor. Beim","3":"|","4":"Klima","5":"|","6":"stehen die Indikatoren\" heiße"},{"1":"[QgCQEpPY.txt, 101]","2":". Ernährung, Tierschutz und","3":"|","4":"Klima","5":"|","6":"Fleischsteuer? Bitte nicht so"},{"1":"[QYKrxT7d.txt, 167]","2":"Energiewende und Klimawandel möglich.","3":"|","4":"klima","5":"|","6":"update ° - Folge 5"},{"1":"[QYKrxT7d.txt, 500]","2":"Verschiebung vielleicht nicht, dem","3":"|","4":"Klima","5":"|","6":"schon\" Schon vor seiner"},{"1":"[sLniHv7Y.txt, 8]","2":"aktuelle Dossier Advertorials\" Bürgerrat","3":"|","4":"Klima","5":"|","6":"\" in der Analyse Macht"},{"1":"[T8rsnsUK.txt, 366]","2":"Gas bleiben sie vage.","3":"|","4":"klima","5":"|","6":"update ° - Folge 27"},{"1":"[T8rsnsUK.txt, 528]","2":". Fischzucht, Umwelt und","3":"|","4":"Klima","5":"|","6":"Aquakulturen boomen und werden nachhaltiger"},{"1":"[T8rsnsUK.txt, 571]","2":"die Umwelt und indirekt das","3":"|","4":"Klima","5":"|","6":". Deutlich mehr Schutzgebiete seit"},{"1":"[Xgzp0tIK.txt, 270]","2":"und Klimazielen ausgerichtet ist.","3":"|","4":"klima","5":"|","6":"update ° - Folge 28"},{"1":"[z3dhqDuV.txt, 254]","2":"und entlastet so Umwelt und","3":"|","4":"Klima","5":"|","6":". Vor allem durch seine"},{"1":"[z3dhqDuV.txt, 291]","2":"sind auch ein Risiko fürs","3":"|","4":"Klima","5":"|","6":", ein neuer WHO-Bericht wirft"},{"1":"[z3dhqDuV.txt, 527]","2":", dass er auch das","3":"|","4":"Klima","5":"|","6":"schädigt. Laut einer neuen"},{"1":"[z3dhqDuV.txt, 570]","2":"illustrieren, dass sich das","3":"|","4":"Klima","5":"|","6":"schneller verändert als bisher angenommen"},{"1":"[ZJ9toGjo.txt, 326]","2":"damit europäische Regelungen ignoriert.","3":"|","4":"klima","5":"|","6":"update ° - Folge 32"},{"1":"[ZJ9toGjo.txt, 360]","2":"in nächster Zeit regelmäßig im","3":"|","4":"klima","5":"|","6":"update ° auftauchen. Diesmal"},{"1":"[ZJ9toGjo.txt, 391]","2":"zusammengewürfelten Menschen des\" Bürgerrats","3":"|","4":"Klima","5":"|","6":"\". Tacheles, Ralf"},{"1":"[ZJ9toGjo.txt, 485]","2":", fordert der\" Bürgerrat","3":"|","4":"Klima","5":"|","6":"\". 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```r
```r
write.csv(eike_kwic, \eike_kwic.csv\)
write.csv(fff_kwic, \fff_kwic.csv\)
write.csv(klimarep_kwic, \klimarep_kwic.csv\)

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### Tokenizing Texts
To tokenize a text, you can simply use the command `tokens()`. It produces an intermediate object, consisting of a list of tokens in the form of character vectors, where each element of the list corresponds to an input document


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```r
```r
ex_2 <- as.character(fff_corpus)[2]
ex_2

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                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                3dzTRw5p.txt 

our campaign!have come to the Source: here you will find all the source files for you to post natively or localize them. The ready to share pix




<!-- rnb-output-end -->

<!-- rnb-source-begin eyJkYXRhIjoiYGBgclxuYGBgclxudG9rZW5zKGV4XzIsIHJlbW92ZV9udW1iZXJzID1UUlVFLCByZW1vdmVfcHVuY3Q9VFJVRSlcbmBgYFxuYGBgIn0= -->

```r
```r
tokens(ex_2, remove_numbers =TRUE, remove_punct=TRUE)

<!-- rnb-source-end -->

<!-- rnb-output-begin eyJkYXRhIjoiVG9rZW5zIGNvbnNpc3Rpbmcgb2YgMSBkb2N1bWVudC5cbjNkelRSdzVwLnR4dCA6XG4gWzFdIFxcU291cmNlXFwgICBcXFNoYXJlXFwgICAgXFxvdXJcXCAgICAgIFxcY2FtcGFpZ25cXCBcXFlvdVxcICAgICAgXFxoYXZlXFwgICAgIFxcY29tZVxcICAgICBcXHRvXFwgICAgICBcbiBbOV0gXFx0aGVcXCAgICAgIFxcU291cmNlXFwgICBcXGhlcmVcXCAgICAgXFx5b3VcXCAgICAgXG5bIC4uLiBhbmQgMTk0IG1vcmUgXVxuIn0= -->

Tokens consisting of 1 document. 3dzTRw5p.txt : [1]               
[9]        
[ … and 194 more ]




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<!-- rnb-text-begin -->

You can also do this on character or sentence level:


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<!-- rnb-source-begin eyJkYXRhIjoiYGBgclxuYGBgclxudG9rZW5zKGV4XzIsIHdoYXQ9XFxjaGFyYWN0ZXJcXCwgcmVtb3ZlX251bWJlcnM9VFJVRSwgcmVtb3ZlX3B1bmN0PVRSVUUpXG5gYGBcbmBgYCJ9 -->

```r
```r
tokens(ex_2, what=\character\, remove_numbers=TRUE, remove_punct=TRUE)

<!-- rnb-source-end -->

<!-- rnb-output-begin eyJkYXRhIjoiVG9rZW5zIGNvbnNpc3Rpbmcgb2YgMSBkb2N1bWVudC5cbjNkelRSdzVwLnR4dCA6XG4gWzFdIFxcU1xcIFxcb1xcIFxcdVxcIFxcclxcIFxcY1xcIFxcZVxcIFxcU1xcIFxcaFxcIFxcYVxcIFxcclxcIFxcZVxcIFxcb1xcXG5bIC4uLiBhbmQgOTk4IG1vcmUgXVxuIn0= -->

Tokens consisting of 1 document. 3dzTRw5p.txt : [1]       
[ … and 998 more ]




<!-- rnb-output-end -->

<!-- rnb-chunk-end -->


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<!-- rnb-source-begin eyJkYXRhIjoiYGBgclxuYGBgclxudG9rZW5zKGV4XzIsIHdoYXQ9XFxzZW50ZW5jZVxcLCByZW1vdmVfbnVtYmVycz1UUlVFLCByZW1vdmVfcHVuY3Q9VFJVRSlcbmBgYFxuYGBgIn0= -->

```r
```r
tokens(ex_2, what=\sentence\, remove_numbers=TRUE, remove_punct=TRUE)

<!-- rnb-source-end -->

<!-- rnb-output-begin eyJkYXRhIjoiVG9rZW5zIGNvbnNpc3Rpbmcgb2YgMSBkb2N1bWVudC5cbjNkelRSdzVwLnR4dCA6XG4gWzFdIFxcU291cmNlIFNoYXJlIG91ciBjYW1wYWlnbiFcXCAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgXG4gWzJdIFxcWW91IGhhdmUgY29tZSB0byB0aGUgU291cmNlOiBoZXJlIHlvdSB3aWxsIGZpbmQgYWxsIHRoZSBzb3VyY2UgZmlsZXMgZm9yIHlvdSB0byBwb3N0IG5hdGl2ZWx5IG9yIGxvY2FsaXplIHRoZW0uXFwgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgXG4gWzNdIFxcVGhlIHJlYWR5IHRvIHNoYXJlIHBpeFxuIn0= -->

Tokens consisting of 1 document. 3dzTRw5p.txt : [1] Share our campaign! 
[2] have come to the Source: here you will find all the source files for you to post natively or localize them. 
[3] ready to share pix




<!-- rnb-output-end -->

<!-- rnb-chunk-end -->


<!-- rnb-text-begin -->

### Plotting Corpus Statistics 


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<!-- rnb-source-begin eyJkYXRhIjoiYGBgclxuYGBgclxuZmZmX3N1bSA8LSBzdW1tYXJ5KGZmZl9jb3JwdXMpXG5cbmdncGxvdChmZmZfc3VtLCBhZXMoaWQsIFRva2VucywgZ3JvdXA9MSkpICtcbiAgZ2VvbV9saW5lKCkgKyBcbiAgZ2VvbV9wb2ludCgpICtcbiAgdGhlbWUoYXhpcy50ZXh0LnggPSBlbGVtZW50X3RleHQoYW5nbGU9MCwgdmp1c3Q9MSwgaGp1c3Q9MSkpICsgXG4gIGdndGl0bGUoXFxUb2tlbnMgcGVyIFRleHRmaWxlXFwpXG5gYGBcbmBgYCJ9 -->

```r
```r
fff_sum <- summary(fff_corpus)

ggplot(fff_sum, aes(id, Tokens, group=1)) +
  geom_line() + 
  geom_point() +
  theme(axis.text.x = element_text(angle=0, vjust=1, hjust=1)) + 
  ggtitle(\Tokens per Textfile\)

<!-- rnb-source-end -->

<!-- rnb-plot-begin -->

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" />

<!-- rnb-plot-end -->

<!-- rnb-chunk-end -->


<!-- rnb-chunk-begin -->


<!-- rnb-source-begin eyJkYXRhIjoiYGBgclxuYGBgclxuZ2dwbG90KGZmZl9zdW0sIGFlcyhpZCwgVHlwZXMsIGdyb3VwPTEpKSArXG4gIGdlb21fbGluZSgpICsgXG4gIGdlb21fcG9pbnQoKSArXG4gIHRoZW1lKGF4aXMudGV4dC54ID0gZWxlbWVudF90ZXh0KGFuZ2xlPTAsIHZqdXN0PTEsIGhqdXN0PTEpKSArIFxuICBnZ3RpdGxlKFxcVHlwZXMgcGVyIFRleHRmaWxlXFwpXG5gYGBcbmBgYCJ9 -->

```r
```r
ggplot(fff_sum, aes(id, Types, group=1)) +
  geom_line() + 
  geom_point() +
  theme(axis.text.x = element_text(angle=0, vjust=1, hjust=1)) + 
  ggtitle(\Types per Textfile\)

<!-- rnb-source-end -->

<!-- rnb-plot-begin -->

<img 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" />

<!-- rnb-plot-end -->

<!-- rnb-chunk-end -->


<!-- rnb-chunk-begin -->


<!-- rnb-source-begin eyJkYXRhIjoiYGBgclxuYGBgclxuZ2dwbG90KGZmZl9zdW0sIGFlcyhpZCwgU2VudGVuY2VzLCBncm91cD0xKSkgK1xuICBnZW9tX2xpbmUoKSArIFxuICBnZW9tX3BvaW50KCkgK1xuICB0aGVtZShheGlzLnRleHQueCA9IGVsZW1lbnRfdGV4dChhbmdsZT0wLCB2anVzdD0xLCBoanVzdD0xKSkgKyBcbiAgZ2d0aXRsZShcXFNlbnRlbmNlcyBwZXIgVGV4dGZpbGVcXClcbmBgYFxuYGBgIn0= -->

```r
```r
ggplot(fff_sum, aes(id, Sentences, group=1)) +
  geom_line() + 
  geom_point() +
  theme(axis.text.x = element_text(angle=0, vjust=1, hjust=1)) + 
  ggtitle(\Sentences per Textfile\)

<!-- rnb-source-end -->

<!-- rnb-plot-begin -->

<img 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" />

<!-- rnb-plot-end -->

<!-- rnb-chunk-end -->


<!-- rnb-chunk-begin -->


<!-- rnb-source-begin eyJkYXRhIjoiYGBgclxuYGBgclxuZ2dwbG90KGZmZl9zdW0sIGFlcyhUb2tlbnMsIFR5cGVzLCBncm91cD0xLCBsYWJlbD0gaWQpKSArXG4gIGdlb21fc21vb3RoKG1ldGhvZCA9IFxcbG1cXCwgZm9ybXVsYSA9XFx5IH4geFxcLCBzZSA9IEZBTFNFKSArXG4gIGdlb21fdGV4dChjaGVja19vdmVybGFwID0gVCkgK1xuICBnZ3RpdGxlKFxcVHlwZS1Ub2tlbi1SZWxhdGlvbiBwZXIgVGV4dFxcKVxuYGBgXG5gYGAifQ== -->

```r
```r
ggplot(fff_sum, aes(Tokens, Types, group=1, label= id)) +
  geom_smooth(method = \lm\, formula =\y ~ x\, se = FALSE) +
  geom_text(check_overlap = T) +
  ggtitle(\Type-Token-Relation per Text\)

<!-- rnb-source-end -->

<!-- rnb-plot-begin -->

<img 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" 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### Constructing a document-feature matrix
To create a document_feature matrix, simply use the `dfm()` function. It performs tokenization and tabulates the extracted features into a matrix of documents by features. It applies certain options by default, such as `tolower()`- a separate function to lower-casing texts - and removes punctuation 

#### Modifying stopword lists

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```r
```r
#english stopword list
en_stopwords <- stopwords::stopwords(\en\, source=\snowball\)
en_stopwords <- c(en_stopwords, \phqghume\, \+\)

#german stopword list
de_stopwords <- stopwords::stopwords(\de\, source=\snowball\)
de_stopwords <- c(de_stopwords, \dass\, \=\, \the\, \seit\, \ab\, \beim\, \mal\, \c\)

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```r
```r
fff_dfm <- dfm(fff_corpus, remove = en_stopwords, stem = FALSE, remove_punct = TRUE, remove_numbers=TRUE)

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Warnung: ‘dfm.corpus()’ is deprecated. Use ‘tokens()’ first. Warnung: ‘…’ should not be used for tokens() arguments; use ‘tokens()’ first. Warnung: ‘remove’ is deprecated; use dfm_remove() instead Warnung: ‘stem’ is deprecated; use dfm_wordstem() instead




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```r
```r
fff_dfm

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Document-feature matrix of: 60 documents, 4,956 features (95.95% sparse) and 7 docvars. features docs dear sir david attenborough team work inspir million mani celebr 1jhpGg9y.txt 1 1 2 1 2 1 1 2 5 1 3dzTRw5p.txt 0 0 0 0 0 0 0 0 1 0 3gNVM4c5.txt 0 0 0 0 0 0 0 0 1 0 5ZdQ7PMb.txt 0 0 0 0 0 1 0 0 1 0 7Pk2VLdn.txt 0 0 0 0 0 0 0 0 0 0 8PB7y1o7.txt 0 0 0 0 0 1 0 0 1 0 [ reached max_ndoc … 54 more documents, reached max_nfeat … 4,946 more features ]




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```r
```r
eike_dfm <- dfm(eike_corpus, remove = de_stopwords, remove_punct = TRUE, remove_numbers=TRUE)

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Warnung: ‘dfm.corpus()’ is deprecated. Use ‘tokens()’ first. Warnung: ‘…’ should not be used for tokens() arguments; use ‘tokens()’ first. Warnung: ‘remove’ is deprecated; use dfm_remove() instead




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<!-- rnb-source-begin eyJkYXRhIjoiYGBgclxuYGBgclxuZWlrZV9kZm1cbmBgYFxuYGBgIn0= -->

```r
```r
eike_dfm

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Document-feature matrix of: 3,000 documents, 273,847 features (99.72% sparse) and 2 docvars. features docs welt millionen euro verlust drohen landwirtschaft würzburg dpa lby gegenmaßnahmen 00ImmD01.txt 5 10 12 5 3 24 11 2 2 1 03CPiOlL.txt 0 0 0 0 0 0 0 0 0 0 04pbVvuF.txt 5 9 0 0 0 0 0 0 0 0 0Bp1gfFH.txt 0 0 0 1 0 0 0 0 0 0 0fWv6mw4.txt 0 0 0 0 0 0 0 0 0 0 0G07DHu0.txt 0 0 0 0 0 0 0 0 0 0 [ reached max_ndoc … 2,994 more documents, reached max_nfeat … 273,837 more features ]




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```r
```r
klimarep_dfm <- dfm(klimarep_corpus, remove = de_stopwords, remove_punct = TRUE, remove_numbers=TRUE)

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Warnung: ‘dfm.corpus()’ is deprecated. Use ‘tokens()’ first. Warnung: ‘…’ should not be used for tokens() arguments; use ‘tokens()’ first. Warnung: ‘remove’ is deprecated; use dfm_remove() instead




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<!-- rnb-source-begin eyJkYXRhIjoiYGBgclxuYGBgclxua2xpbWFyZXBfZGZtXG5gYGBcbmBgYCJ9 -->

```r
```r
klimarep_dfm

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Document-feature matrix of: 83 documents, 8,407 features (97.24% sparse) and 2 docvars. features docs klimakrise wenig zeit ständig gibt neuigkeiten sachen klima bedeutet eigentlich kr1.txt 1 1 1 1 1 1 1 3 1 1 kr10.txt 0 1 0 0 8 0 0 0 1 0 kr11.txt 0 1 0 0 2 0 0 0 0 0 kr12.txt 0 0 1 0 2 0 0 2 0 1 kr13.txt 0 0 1 0 1 0 0 0 0 0 kr14.txt 0 0 0 0 0 0 0 0 0 0 [ reached max_ndoc … 77 more documents, reached max_nfeat … 8,397 more features ]




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The dfm can be inspected with respect to multiple features. To access a list of most frequently occurring features, we can use `topfeatures()`:


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```r
```r
fff_top50 <- topfeatures(fff_dfm, 50) #top 50 words
eike_top50 <- topfeatures(eike_dfm, 50)

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FFF DFM

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```r
```r
#To sort DFM: n = number of documents, nf = number of features 
head(dfm_sort(fff_dfm, decreasing=TRUE, margin = \features\))

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Document-feature matrix of: 6 documents, 4,956 features (94.01% sparse) and 7 docvars. features docs climat island åland albania afghanistan action strike futur unit world 1jhpGg9y.txt 18 158 157 150 146 4 2 24 63 5 3dzTRw5p.txt 1 0 0 0 0 4 2 0 0 3 3gNVM4c5.txt 4 0 0 0 0 1 2 1 0 2 5ZdQ7PMb.txt 9 0 0 0 0 10 7 3 0 5 7Pk2VLdn.txt 0 0 0 0 0 0 0 1 0 0 8PB7y1o7.txt 20 0 0 0 0 11 6 2 1 6 [ reached max_nfeat … 4,946 more features ]




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EIKE DFM

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```r
```r
head(dfm_sort(eike_dfm, decreasing=TRUE, margin = \features\))

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Document-feature matrix of: 6 documents, 243,544 features (99.84% sparse) and 2 docvars. features docs mehr jahr schon immer gibt co2 ja deutschland wurd jahren 00ImmD01.txt 11 14 2 9 2 3 4 20 9 5 03CPiOlL.txt 0 0 1 0 0 1 0 0 0 2 04pbVvuF.txt 5 7 1 5 1 1 1 2 0 0 0Bp1gfFH.txt 0 1 0 0 0 0 0 0 0 0 0fWv6mw4.txt 0 0 0 0 1 0 0 0 0 0 0G07DHu0.txt 0 0 0 0 0 0 0 0 0 0 [ reached max_nfeat … 243,534 more features ]




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Klimareporter DFM

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```r
```r
head(dfm_sort(klimarep_dfm, decreasing=TRUE, margin = \features\))

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Document-feature matrix of: 6 documents, 7,785 features (99.12% sparse) and 2 docvars. features docs mehr klimaschutz ° klimawandel deutschland klimareport jahr prozent neue daten 03CPiOlL.txt 0 0 0 0 0 0 0 1 0 0 1d6ZTRxf.txt 0 0 3 0 0 1 0 0 0 0 1jhpGg9y.txt 0 0 0 1 1 0 0 0 0 0 3dzTRw5p.txt 1 0 1 1 1 1 0 0 1 0 3gNVM4c5.txt 0 0 1 0 0 1 0 0 0 0 400HpU1I.txt 0 0 0 0 0 0 0 6 1 0 [ reached max_nfeat … 7,775 more features ]




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#### DFM Select 
To select specific features use `dfm_select`


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```r
```r
fff_climate <- dfm_select(fff_dfm, pattern =\climat*\)
eike_klima <- dfm_select(eike_dfm, pattern =\klima*\)
klimarep_klima <- dfm_select(klimarep_dfm, pattern=\klima*\)

fff_climate

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Document-feature matrix of: 60 documents, 8 features (88.12% sparse) and 7 docvars. features docs climat climateincolour climate-rel climate-focus climatestrik climate-friend climatiqu climatica 1jhpGg9y.txt 18 1 0 0 0 0 0 0 3dzTRw5p.txt 1 0 0 0 0 0 0 0 3gNVM4c5.txt 4 0 0 0 0 0 0 0 5ZdQ7PMb.txt 9 0 0 0 0 0 0 0 7Pk2VLdn.txt 0 0 0 0 0 0 0 0 8PB7y1o7.txt 20 0 1 0 0 0 0 0 [ reached max_ndoc … 54 more documents ]




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```r
```r
klima1 <- topfeatures(eike_klima, 100)
klima2 <- topfeatures(klimarep_klima, 100)

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**TO-DO**: 
- Liste mit "geladenen" Klimabegriffen erstellen und abgleichen mit Vorkommnissen auf den jeweiligen Websites

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<!-- rnb-source-begin eyJkYXRhIjoiYGBgclxuYGBgclxua2xpbWExXG5gYGBcbmBgYCJ9 -->

```r
```r
klima1

<!-- rnb-source-end -->

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 -->
      klimawandel                 klima          klimawandels           klimaschutz          klimamodelle 
             4532                  3851                  1118                  1054                   525 
     klimapolitik         klimaforscher                klimas     klimawissenschaft                klima- 
              505                   487                   439                   392                   380 
   klimaerwärmung     klimasensitivität      klimakatastrophe  klimawissenschaftler        klimaforschung 
              353                   327                   311                   279                   274 
 klimaretter.info          klimaleugner         klimamodellen           klimasystem        klimaskeptiker 
              269                   261                   231                   201                   183 
  klimaänderungen        klimakonferenz          klimatologie            klimakrise         klimahysterie 
              167                   161                   148                   146                   129 
  klimaalarmisten            klimaziele         klimaabkommen          klimarettung           klimagipfel 
              125                   125                   123                   115                   113 
     klimatologen  klimafolgenforschung      klima-alarmisten           klimakirche          klimatischen 
              113                   112                   108                   107                    99 
    klimaänderung          klimadebatte           klimaretter         klimaschützer         klimaschutzes 
               95                    95                    94                    92                    91 
      klimamodell            klimadaten       klimaaktivisten      klimaentwicklung          klimasystems 
               88                    87                    86                    83                    83 
  klimaschutzplan     klimaschwankungen      klima-alarmismus     klimasimulationen          klimaneutral 
               82                    81                    80                    79                    78 

klimaveränderungen klimanotstand klimageschichte klimawahn klimaflüchtlinge 76 72 70 69 67 klimareligion klimarealisten klimavertrag klimadiskussion klimatische 64 64 64 61 61 klimaschutzmaßnahmen klimaneutralität klimafragen klimaforschern klimaexperten 61 61 59 57 57 klimaveränderung klimazonen klimahysteriker klimavariabilität klimawissenschaftlern 56 55 55 54 54 klimakanzlerin klimaschutzpolitik klimaschutzziele klimaskeptikern klimaanlagen 51 50 49 47 47 klimaalarm klimagas klimalüge klimafolgenforscher klimageschehen 46 45 45 44 43 klimawissenschaften klimatisch klimazyklen klimakiller klimaalarmismus 42 42 41 40 40 klimaleugnern klima-aktivisten klimaanlage klimarat klimaschwindel 40 39 38 38 38 klimaatlas klimakonferenzen klimamanifest klimakatastrophen klimaschutzgesetz 37 37 36 36 35 klimawandelleugner klimawirkung klimatologischen klimagase klima-sensitivität 34 34 33 33 33




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<!-- rnb-source-begin eyJkYXRhIjoiYGBgclxuYGBgclxua2xpbWEyXG5gYGBcbmBgYCJ9 -->

```r
```r
klima2

<!-- rnb-source-end -->

<!-- rnb-output-begin 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-->
        klimaschutz             klimawandel           klimareporter                   klima 
                119                      95                      94                      64 
         klimakrise             klimawissen            klimapolitik        klimakonferenzen 
                 39                      36                      36                      29 
   klimaneutralität                  klima-              klimaziele            klimawandels 
                 24                      20                      15                      14 
        klimaklagen            klimaneutral       klimaschutzgesetz     klima-lügendetektor 
                 14                      13                      13                      13 
        klimagesetz           klimaforscher       klimafinanzierung    klimapolitikforscher 
                  9                       9                       8                       7 
   klimaschädlichen   klimajournalistenbüro             klimagipfel               klimaziel 
                  7                       7                       7                       7 
       klimaschäden           klimaneutrale         klimaschädliche           klimaexperten 
                  6                       6                       5                       5 
     klimaanpassung        klimapolitischen          klimapolitisch          klimaerwärmung 
                  5                       4                       4                       4 
        klimahilfen     klimaschützer:innen         klimapolitische           klimaabkommen 
                  4                       4                       4                       4 
        klimazielen      klimakommunikation      klimaschutzgesetze           klimaschützer 
                  4                       4                       4                       4 
       klimavertrag            klimaanlagen       klimafreundlicher               klimagift 
                  4                       3                       3                       3 
     klimaneutralen         klimaforscherin             klimarechte    klima-sofortprogramm 
                  3                       3                       3                       3 
     klimaforschung              klimawende          klimaabkommens     klimaschutzgesetzes 
                  3                       3                       3                       3 
        klimastreik         klimadiplomatie   klimaneutralitätsziel              klimapaket 
                  3                       3                       2                       2 
     klimakanzlerin        klimaretter.info            klimasystems             klimasystem 
                  2                       2                       2                       2 
      klima-enquete      klimagas-schmuggel klimaschutz-unternehmen        klimaschädlicher 
                  2                       2                       2                       2 
     klimaneutrales             klimaprämie klimaforschungsinstitut          klimakonferenz 
                  2                       2                       2                       2 

klima-ernsthaftigkeit klimafreundlich klimarettung klimaklage 2 2 2 2 klimastabile klima-bürgerrat klimahub klimaschutz-pläne 2 2 2 2 klimaeffekt klimaverhandlungen klimagerechtigkeit klimaministerium 2 2 2 2 klimaschädlich klimafreundliche klimaanpassungs-politik klimaneutraler 2 2 2 2 klimafolgenforschung klimaerhitzung klimasensitivität klima-nachrichten 2 2 1 1 klimaszenarien klimaagenda klimaneutralitätsziele klimas 1 1 1 1 klima-kraft klima-frieden klimadialog klimaforscher:innen 1 1 1 1 klimapolitischer klima-extremereignis klimaereignisse klimaschutzes 1 1 1 1




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### Plotting of "Klima" Word Frequencies

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```r
```r
klima1_dfm <- textstat_frequency(eike_klima, n=100)
klima2_dfm <- textstat_frequency(klimarep_klima, n=100)
plot_eike <- with(klima1_dfm, reorder(feature, -frequency))
plot_klimarep <- with(klima2_dfm, reorder(feature, -frequency))

#create plot for eike klima words frequencies
plot1 <- ggplot(klima1_dfm, aes(x=feature, y=frequency)) + 
  geom_point()+ggtitle(\EIKE 'Klima' Frequencies\)+
  theme(axis.text.x = element_text(angle=90,hjust=1))
ggsave(plot=plot1, width = 10, height = 5, dpi=300, filename=\klima_eike_plot.jpeg\ )
plot1

#create plot for klimareporter klima words frequencies
plot2 <- ggplot(klima2_dfm, aes(x=feature, y=frequency)) + 
  geom_point()+ ggtitle(\Klimareporter 'Klima' Frequencies\)+
  theme(axis.text.x = element_text(angle=90,hjust=1)) 
  
ggsave(plot=plot2, width = 10, height = 5, dpi=300, filename=\klima_klimarep_plot.jpeg\ )

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" />

<!-- rnb-plot-end -->

<!-- rnb-source-begin eyJkYXRhIjoiYGBgclxuYGBgclxucGxvdDJcbmBgYFxuYGBgIn0= -->

```r
```r
plot2

<!-- rnb-source-end -->

<!-- rnb-plot-begin -->

<img 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" />

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### Keyness


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<!-- rnb-source-begin eyJkYXRhIjoiYGBgclxuYGBgclxua2V5bmVzc19laWtlIDwtIHRleHRzdGF0X2tleW5lc3MoZWlrZV9rbGltYSlcbnRleHRwbG90X2tleW5lc3Moa2V5bmVzc19laWtlKVxuYGBgXG5gYGAifQ== -->

```r
```r
keyness_eike <- textstat_keyness(eike_klima)
textplot_keyness(keyness_eike)

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<img 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" 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### TF-IDF
To check absolute word frequencies you can use `topfeatures`
`dfm_weight` then gives the weight of the words proportional to the whole corpus


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<img 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" />

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<!-- rnb-source-begin eyJkYXRhIjoiYGBgclxuYGBgclxuZmZmX3dlaWdodCA8LSBkZm1fd2VpZ2h0KGZmZl9kZm0sIHNjaGVtZT1cXHByb3BcXClcbnRvcGZlYXR1cmVzKGZmZl93ZWlnaHQpXG5gYGBcbmBgYCJ9 -->

```r
```r
fff_weight <- dfm_weight(fff_dfm, scheme=\prop\)
topfeatures(fff_weight)

<!-- rnb-source-end -->

<!-- rnb-output-begin eyJkYXRhIjoiICAgIGZ1dHVyICAgIHN0cmlrZSAgICBmcmlkYXkgICAgY2xpbWF0ICAgIGFjdGlvbiAgICAgIHNraXAgICBjb250ZW50ICAgICAgIGNhbiAgICAgICBmZmYgICBjb3VudHJpIFxuMS4zMjkxMzI3IDEuMjgxNjY1NCAxLjE3MzMyMDIgMS4xNjQ1MDg4IDAuOTgxODEzMSAwLjkwNjA2MTYgMC44OTIxOTY4IDAuNjg4MzIwNyAwLjY1OTM5OTUgMC42MjE5MDkxIFxuIn0= -->
futur    strike    friday    climat    action      skip   content       can       fff   countri 

1.3291327 1.2816654 1.1733202 1.1645088 0.9818131 0.9060616 0.8921968 0.6883207 0.6593995 0.6219091




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To calculate tf-idf use the `dfm_tfidf` function


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<!-- rnb-source-begin eyJkYXRhIjoiYGBgclxuYGBgclxuZmZmX3RmaWRmIDwtIGRmbV90ZmlkZihmZmZfZGZtKVxudG9wZmVhdHVyZXMoZmZmX3RmaWRmLCBuPTUwKVxuYGBgXG5gYGAifQ== -->

```r
```r
fff_tfidf <- dfm_tfidf(fff_dfm)
topfeatures(fff_tfidf, n=50)

<!-- rnb-source-end -->

<!-- rnb-output-begin 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 -->
 island       åland     albania afghanistan          la          uk          de     kingdom 

412.42651 409.82445 391.61003 381.20179 174.25882 156.42014 141.37274 127.03243 = unit | -1 select e immedi на 109.30697 78.32143 77.44742 73.85606 70.14678 69.34790 67.78179 65.79160 climat canada en state sleep et fossil must 65.68204 62.44944 62.23529 50.57192 50.22212 49.78824 48.66579 48.19780 pac que ir y fuel now agricultur der 48.01008 46.23193 44.45378 42.67563 42.34556 40.95061 40.89748 40.89748 в promis justic strike target america à action 40.89748 39.60106 38.53184 38.16568 37.79146 37.57469 37.34118 36.97916 peopl crisi year summit и chr pg_sleep para 36.41269 36.07826 35.73986 35.56303 35.56303 35.45091 35.45091 33.78487 за да 33.78487 33.78487




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<!-- rnb-source-begin eyJkYXRhIjoiYGBgclxuYGBgclxuZWlrZV90ZmlkZiA8LSBkZm1fdGZpZGYoZWlrZV9kZm0pXG50b3BmZWF0dXJlcyhlaWtlX3RmaWRmLCBuPTUwKVxuYGBgXG5gYGAifQ== -->

```r
```r
eike_tfidf <- dfm_tfidf(eike_dfm)
topfeatures(eike_tfidf, n=50)

<!-- rnb-source-end -->

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          °             co2      temperatur       atmosphär           strom               w       strahlung 
   3377.708        3288.069        2858.254        2843.076        2745.197        2473.814        2472.795 
deutschland             erd              of             kwh          energi               m            herr 
   2373.928        2306.445        2303.609        2294.195        2288.440        2267.302        2193.445 
          +              ja             and       erwärmung     energiewend     klimawandel              ca 
   2186.873        2104.805        2071.761        2004.727        1900.477        1900.090        1890.452 
          a               ^               |              gw            ipcc           schon            grad 
   1858.993        1831.447        1769.627        1766.246        1763.753        1705.694        1695.146 
       sonn               €            bild        leistung          global        menschen            jahr 
   1681.522        1658.454        1650.942        1646.252        1637.163        1617.505        1614.410 
       wind           daten          kosten treibhauseffekt              to             mfg               k 
   1610.470        1605.827        1585.403        1575.310        1561.214        1554.037        1510.742 
      china            mehr          falsch          jahren            luft            wert       kraftwerk 
   1502.734        1490.352        1487.542        1462.878        1462.277        1440.634        1439.005 
        pro 
   1437.584 



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<!-- rnb-source-begin eyJkYXRhIjoiYGBgclxuYGBgclxua2xpbWFyZXBfdGZpZGYgPC0gZGZtX3RmaWRmKGtsaW1hcmVwX2RmbSlcbnRvcGZlYXR1cmVzKGtsaW1hcmVwX3RmaWRmLCBuPTUwKVxuYGBgXG5gYGAifQ== -->

```r
```r
klimarep_tfidf <- dfm_tfidf(klimarep_dfm)
topfeatures(klimarep_tfidf, n=50)

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        daten             cooki            websit      einwilligung             dsgvo      verarbeitung 
     80.54850          71.00589          56.63168          55.65326          53.73419          44.13880 
          lit                ab                eu personenbezogenen           erfolgt           prozent 
     44.13880          43.68730          40.94253          38.38156          38.38156          35.18389 
          art          interess           staaten              jahr       gespeichert        emissionen 
     33.59587          32.62433          31.07618          30.87712          30.70525          30.28436 
  klimaschutz             unser            berlin       klimawandel              wurd              euro 
     29.63763          29.53956          29.45493          28.97935          28.31520          27.88337 
e-mail-adress        javascript           laschet             klima         jederzeit     informationen 
     27.65738          27.65738          27.20825          26.90533          26.86709          26.84950 
  deutschland      unabhängigen             immer           dossier       speicherung           spambot 
     26.58656          26.48745          26.25070          25.95560          25.95522          25.95522 
    geschützt     eingeschaltet             recht      journalismus            müssen              wäre 
     25.95522          25.95522          25.77552          25.66298          25.63350          25.37284 
        thema            anzeig            länder              mehr       wasserstoff          menschen 
     25.02353          25.02334          24.97266          24.59272          24.57519          24.52341 
        zweck                 b 
     24.51327          24.51327 



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Plotting a word cloud, using `textplot_wordcloud()`

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<!-- rnb-source-begin eyJkYXRhIjoiYGBgclxuYGBgclxudGV4dHBsb3Rfd29yZGNsb3VkKGZmZl9jbGltYXRlLCBtaW5fc2l6ZT0xLCBtYXhfd29yZHM9MzAsY29sb3JzID0gUkNvbG9yQnJld2VyOjpicmV3ZXIucGFsKDgsIFxcRGFyazJcXCkgKVxuXG5gYGBcbmBgYCJ9 -->

```r
```r
textplot_wordcloud(fff_climate, min_size=1, max_words=30,colors = RColorBrewer::brewer.pal(8, \Dark2\) )

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<!-- rnb-output-begin eyJkYXRhIjoiV2FybnVuZzogY29sb3JzIGlzIGRlcHJlY2F0ZWQ7IHVzZSBjb2xvciBpbnN0ZWFkXG4ifQ== -->

Warnung: colors is deprecated; use color instead




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<!-- rnb-plot-begin -->

<img 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" />

<!-- rnb-plot-end -->

<!-- rnb-chunk-end -->


<!-- rnb-chunk-begin -->


<!-- rnb-source-begin eyJkYXRhIjoiYGBgclxuYGBgclxuI2pwZWcoXFxlaWtlX3RvcDUwLmpwZWdcXCwgd2lkdGg9NjAwLCBoZWlnaHQ9NjAwKVxudGV4dHBsb3Rfd29yZGNsb3VkKGVpa2VfZGZtLCBtaW5fc2l6ZT0xLCBtYXhfd29yZHM9MzAsIGNvbG9ycyA9IFJDb2xvckJyZXdlcjo6YnJld2VyLnBhbCg4LCBcXERhcmsyXFwpKVxuYGBgXG5gYGAifQ== -->

```r
```r
#jpeg(\eike_top50.jpeg\, width=600, height=600)
textplot_wordcloud(eike_dfm, min_size=1, max_words=30, colors = RColorBrewer::brewer.pal(8, \Dark2\))

<!-- rnb-source-end -->

<!-- rnb-output-begin eyJkYXRhIjoiV2FybnVuZzogY29sb3JzIGlzIGRlcHJlY2F0ZWQ7IHVzZSBjb2xvciBpbnN0ZWFkXG4ifQ== -->

Warnung: colors is deprecated; use color instead




<!-- rnb-output-end -->

<!-- rnb-plot-begin -->

<img 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" />

<!-- rnb-plot-end -->

<!-- rnb-source-begin eyJkYXRhIjoiYGBgclxuYGBgclxuI2Rldi5vZmYoKVxuXG50ZXh0cGxvdF93b3JkY2xvdWQoZWlrZV9rbGltYSwgbWluX3NpemU9MSwgbWF4X3dvcmRzPTMwLCBjb2xvcnMgPSBSQ29sb3JCcmV3ZXI6OmJyZXdlci5wYWwoOCwgXFxEYXJrMlxcKSlcbmBgYFxuYGBgIn0= -->

```r
```r
#dev.off()

textplot_wordcloud(eike_klima, min_size=1, max_words=30, colors = RColorBrewer::brewer.pal(8, \Dark2\))

<!-- rnb-source-end -->

<!-- rnb-output-begin eyJkYXRhIjoiV2FybnVuZzogY29sb3JzIGlzIGRlcHJlY2F0ZWQ7IHVzZSBjb2xvciBpbnN0ZWFkXG4ifQ== -->

Warnung: colors is deprecated; use color instead




<!-- rnb-output-end -->

<!-- rnb-plot-begin -->

<img 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" />

<!-- rnb-plot-end -->

<!-- rnb-chunk-end -->


<!-- rnb-chunk-begin -->


<!-- rnb-source-begin eyJkYXRhIjoiYGBgclxuYGBgclxuI2pwZWcoXFxrbGltYXJlcF90b3A1MC5qcGVnXFwsIHdpZHRoPTYwMCwgaGVpZ2h0PTYwMClcbnRleHRwbG90X3dvcmRjbG91ZChrbGltYXJlcF9kZm0sIG1pbl9zaXplPTEsIG1heF93b3Jkcz0zMCwgY29sb3JzID0gUkNvbG9yQnJld2VyOjpicmV3ZXIucGFsKDgsIFxcRGFyazJcXCkpXG5gYGBcbmBgYCJ9 -->

```r
```r
#jpeg(\klimarep_top50.jpeg\, width=600, height=600)
textplot_wordcloud(klimarep_dfm, min_size=1, max_words=30, colors = RColorBrewer::brewer.pal(8, \Dark2\))

<!-- rnb-source-end -->

<!-- rnb-output-begin eyJkYXRhIjoiV2FybnVuZzogY29sb3JzIGlzIGRlcHJlY2F0ZWQ7IHVzZSBjb2xvciBpbnN0ZWFkXG4ifQ== -->

Warnung: colors is deprecated; use color instead




<!-- rnb-output-end -->

<!-- rnb-plot-begin -->

<img 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" />

<!-- rnb-plot-end -->

<!-- rnb-source-begin eyJkYXRhIjoiYGBgclxuYGBgclxuI2Rldi5vZmYoKVxuXG50ZXh0cGxvdF93b3JkY2xvdWQoa2xpbWFyZXBfa2xpbWEsIG1pbl9zaXplPTEsIG1heF93b3Jkcz0zMCwgY29sb3JzID0gUkNvbG9yQnJld2VyOjpicmV3ZXIucGFsKDgsIFxcRGFyazJcXCkpXG5gYGBcbmBgYCJ9 -->

```r
```r
#dev.off()

textplot_wordcloud(klimarep_klima, min_size=1, max_words=30, colors = RColorBrewer::brewer.pal(8, \Dark2\))

<!-- rnb-source-end -->

<!-- rnb-output-begin eyJkYXRhIjoiV2FybnVuZzogY29sb3JzIGlzIGRlcHJlY2F0ZWQ7IHVzZSBjb2xvciBpbnN0ZWFkXG4ifQ== -->

Warnung: colors is deprecated; use color instead




<!-- rnb-output-end -->

<!-- rnb-plot-begin -->

<img 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" />

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#### Word Frequencies (different approach)

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<!-- rnb-source-begin eyJkYXRhIjoiYGBgclxuYGBgclxuZmZmX2ZyZXFzIDwtIHRleHRzdGF0X2ZyZXF1ZW5jeShmZmZfZGZtKVxuZmZmX2ZyZXFzXG5gYGBcbmBgYCJ9 -->

```r
```r
fff_freqs <- textstat_frequency(fff_dfm)
fff_freqs

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```r
```r
eike_freqs <- textstat_frequency(eike_dfm)
eike_freqs

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  </script>
</div>

<!-- rnb-frame-end -->

<!-- rnb-chunk-end -->


<!-- rnb-text-begin -->

### Collocations
Inspect words that co-occur:

<!-- rnb-text-end -->


<!-- rnb-chunk-begin -->


<!-- rnb-source-begin eyJkYXRhIjoiYGBgclxuYGBgclxuZmZmX2NvbGwgPC0gdGV4dHN0YXRfY29sbG9jYXRpb25zKGZmZl9jb3JwdXMsIG1pbl9jb3VudD0zKVxuYXJyYW5nZShmZmZfY29sbCwgZGVzYyhjb3VudCkpXG5gYGBcbmBgYCJ9 -->

```r
```r
fff_coll <- textstat_collocations(fff_corpus, min_count=3)
arrange(fff_coll, desc(count))

<!-- rnb-source-end -->

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ZMMoJ5CPbiZltdN4cE2hhjDY2L0jWkAKwhsSU8k7WqzT0WP6EdwjuFxEJeXfW6ptlfxyMg8HCTThGoupE5a7xR/c8CkBQGR6zCqeTCYjiC11puWIMPSu8TG2Z9Nhu1HBxBMV0gJPcSqKSYkTf7GOMJbw0vbI3rpgb8QOVmGSMgyktTMgn+xhnxBVmuc3gQBZ2a05GfEhs7nDKoLd+EMrmh1NK+ar0bC1tjTC4NUYoVHzLyJIpLM9H9ptaHMxLd1o9qVmaVfTdjfkpNgnLGB9dxSSVu8l9MAUEU7O3WShNOSe2UmsMmOgqDWvUlEykxwIu70ylPlmXmYnkPJ/W6Tw2pPTIVqHBKdNp20wkPT0pw47moqH2oFCpFCLqNOQT+3mcdVRizShbrLZo6CwtkoKMAnynqZnaO5BL+GwHej4cdkHcmZyfeVDhRtUzEbDXZhUosUqx22/MVdCJBvgaMskq4JkZVHeTHfgjlvLSFqDP/xTmOFPJcXOr4EonbrP0yjyEls1r08isEylAZlOVGie2TPANp1jo/S6YrSg852C0xeIGWt6IrB6NLrCauWB4gguTtJdjg3D/f0QzOKGLOJddgHiNd/m4qHOpRBUVxrKXueKtBkTVmUbBuCsmDMTjC6ByT/80ANP3dtT3fB7LSh2dKCU2KjhpdRxVr/QCfAudziKqmlR9R5lJLKmTaQcVHqej0oSnGRX1pPr4p2yvI70hi7RjVH0t3WzTSCaKgpD4YxBG85vcsGHKxebp1Fjqnan8sgluMl2hMMOEU4jOzefvQKN5opCv1laoMjpTwNlQkJWFS7SuNO7P1CPISOQk0b3mIRBijHkd150CqoQlYEaRrzRL+dO7X83yHkYtMBSpMlgAZNQCMu/tRFeEzfAqDTupxDabS0CM+xNd2tHpEnajINWFiu3UmcIipqQhhmYUDP2HbTAM+mLYxASAumIietSr6JQ+TlFSS0Kk2k0iQRSvDYTHsacwIHG1MXVFGAdTXE20oFU3XxfnDMTbrOx8otLgRhhS3Oph5ilxu52SQ0UgzKqSGS5yw4GymNgpR5lb/KUv5gslt4ZixOFcFrcg/4L4wzDIB4GVPMp2pak1VISizNXhDCM1Dk4GVaTWE5lBjbLIzCu7IXOYQZW9/9jvpzNPObgiAIbsNOI+sT8NoT3EUATiVBwmujF9E8o6XDWNv8zHyQh3DyTcAp6A2b/qaUAonwiaMaRSapR6GisaJYRxtukUgqHK/yaviofrTs2Iqk+jVSI2H/vT/h1n3pB85Cm1Ko1pY4trD92hxTpORkF6ulrLuHl/k9GhdyomI/OnNwtlPdjSAuIBkc/yZJABs6+Uda9oDiqlhrqBWgum1UDtNVNRnk9pYDc/+1HhhdGUoMkg/5dBBg6+JtODTGAGxXslGb05M5EwsRmLMh5UYoxla2YmGiK9r4LaRcLyzmi90ikZzWD31LmaLDknq0DNZiAcKayTQewNdy/KpsqlxroGWXlFjya2etLb0sh6l4+qF2KePs2oTqasLMNKqlhPGWPapBXhpxv3UOPshifeRP/Hhkh6lQnIrkE4CtsZV1O0hpwCUcWgNkpT5W+0Vsx6OKA2OqPFXMPWd4mqCYHHCLV2pkOadLJg6UpVPv7Md7nRGSwDAk1UFpgo+OeiEIe2I8ZNoUy3tN83WjZTU0R2fn6eoWqVKpmZFMpN0auqmHbIIrBldjNdujG7151qqRj0e2ao0pXFRkNntiXA74+CBRokMopsdp3Z/MhhrAejNGgMCNGoDdnmWVk3U+kA2b10vMzeBgRhKL9IGThTwIfNUsY/N7KZT3JmFTOkXlSRhMV/pHYZEwFmXrQoW0cVInA47UJv1DYHF65MoFeozGJrNw70fn4Nm/YNoG78f4FnrnSNXEVZKwKkIKdpqh4TLaZSKjMiBlIScuZA5WdIuWOTFkSjO87LI11lHY5TFoLy1JIUMNuzPMxyGGZYzxT8MF6OL+T0UOLYGQUftEdGppo14T6sf+KgSAnxAx1s4IrYZ6C2+iGmM5Kg1qbr9HlUTZLKtOURuRJnDYWBObQLwdJUrOToeqcpi3VZmgJWmpSZKhTa6DOo10d06cicM8IQUKClc1T5dJ4Omf0CtDSkTUU4zuTJcASGAzpyUxaNrMgGOrIjG2hbQ77YRO+OIn2us2lXIblbl377CRdnGMElLvGrGMPSGWGjizOGsbSfYwZiDGwRq9ihUglnokcPWnUqljsdTTlgDJUIH0UAd1NSi9giQL0MYArhmVuNz2BKEKxM0TvGkI6QWlyxPOFk3JUr4AkZ30Zv2yBS2tScSD7mm73K4WQyOLg850QjX4NKzyJm47YZYnekhvJVf0S19N4ynM9jtZ+Ou7Gu0TitQuBrRyU2ia0A1EYGnC6j695kct8ti04U/fEahqspE2a2a9m4J8MseKKbzKvGHkwYSSGWQmWFLRW5+J0R2u4RaXU3wvMW4ISDccg4r07tVCE225g2XBAb6Ni8H3GV6SUcYgsNmyEm96sgVUB40GyDt7sJINHOidi3l2l8m4qNUtwRJKMUTW18BZDFp9TG3kKdmtzoa4rQiSvovS3s8us4xDOZobGbEPHWVVdjeK0ysy/MXiJ2YC6URDATYzwW1WYOr5lvTPvudEZVJTI/LqylI8qYhJvHrXYFJKdotTHglIapzoiNMNM/Lfam0InVaNNktMkI7JIvABCbYE1byogMsjfxZhOTviVtBK5iMJxMp0tipkCENU10CgBXYxxoVSbqiOzoWGdBBO6sR3AxJdzI8h9iphG+E3l3F9MsyTYkpgjFUjtqiEbKDVLe05BLhvVurJMiWz0NBZmZatoh/VE+K8j7p9y5mwliGjdWsY6GFmHS0aQZt7/ikIRqQaxWY5Wn97+wG6Wdqfy/EeawC0fvWDPbi0CVFhh2sUaGSUxhkaLfXsBhqpPxPTsCcrjSG3yYqJTpyVgoNItRqSCDbHCnlJNVY6LyY0LYZpUf4yPNImHjLn0mJsLjQ61ZxN45Yz0Irw3rremIkxYNsskEoEgrTm6PpLaZUYUHtRKHJ06mxSCS+EXUChnFCTtbakPvn68nIc7q6Hf8zJq90FLp85MpJfnjG38mQ4MgvppiXbJZ3O/MAH5slNwR6CSjNWyATeifyFNSzgB/dGHDQsLN0WiTuCZbnZWtobfSs202So5EwnyvZI0f6/NQG7a6DKORb07PpsSPGQu1HR2XvqhtqkjX8DsydFhLADRnjU6X88dGeGOET7S4ZdIlI0btWOUwQlOMeKgkkk5TaHyZAsedSFp1moI/4FKRSpNJCY4ZXEKYgkoi4K1AmXRdkHi7wPjOCRNgOCjNbYOHWY4A+1JnxtebNRkhLtFkQjnky6TYe5FRrmlQRJP3H3kTs0CEerUpT93LzDvTcRPR4FKEYEI26oNsQ26EFRSijY0USZeBY2fmuXQrY4jNvMuf6R1652AmfvuNtntG4EViIRoLkr2zSR6ykY08zBqZxA85Dpz3YdaPaiXDE2bZ6cQKzoCYRbIkPGJiSfJ9UxqQ/Lnnl8m1kfbZmHglW7LIVwKZNypMxtfU6svuTSUTbtiIUl+ySsE6jGyq6EKbMLJzDNDMWxn1ISfAOEeyjREh8jEmPSMXmii52tN4AKea1eSPUNDukdjpYbYfiMr2//HOveldcqyO1GuLxKvSOjIr7WgMZlDcy5pINf1eIyvoxv185rVPqupJ+UOEhJRqthLIvH5ICxnTv85YjcBbrKg33rDvtzd/k9U2S0cMNVeZRw6VzzG9fssoO9LBSPoVItTGp0GYmLk2m4p5crDndzBugSXz4CgExMED7d0wz4P7cjLScg3d8tR5qhQUAaiQS+5mvs+cro6Y/ygFbeL/eI2I2L3pzP6ERyxpWv94Y46OQtl4hNryZnpp1RhT2/P5Is7DQWuYgZoH4P+0O9tNo6R+GEOdXqChEp0Mh+gt+EQ9i96YRbwu60Lv7jC9oMVeg3xuDoEdmBdy8I8uGO0iIXkssPMy5KO5UakQylXmEwVQZ6O4miM3nfHhxGdynwxtCOk9ncyC0haIFSQK+hN7FmkkhLARfndBma7XmWU7qJETHpveG4/3GbMvnLG2mn53mQjy6ZotXjjT74OY7WSn3uwx++EUrMd2dHmRfa2WVnLzXeXU7eTL3PQP1bB40oZKILOybfYKrw01MVJz6bSbcW8b07nK9MsdjMjQ8TUt3Vr8LpstEqR29Zhb0AcaJjM+g9g5wSHa7SmxKiBeajB7v9OkDeRPubhlqLPUVLHEPNygdydReSEkykr2Z3TocAwnl+i3CwncTb/6jzwM+Up8Jhl1m7b3KrOIcD+LKjOavUvhQG3RI+qZxjcnleZo3ITgMCRKUxG5bg96izfSTY6aijMJF2/aj4nRt8moki9esPNmik/sBDMpKK3KTcMIwbQu+H0CarDEr/rQTDH/TR/qB2BYDlBymosF2VZJAD3jVgBW2W1pAWcFlMo74UHbKg0452X8NRO1mTA3q9WyFmtrMgp16eZvCdnrdRrasKBFMf6Ik2U1dG5ARx46tOjogY4sdHRER3t0tEZHK3S0REcTdNRGhxwdUnTw0JGMjkR0xKMjznTEoiOGOKLQEfHHwTEd4aYjDB2hpiPEdASbjqA/jkDiCPgvHP7/cvgRh++/HD5/HN7/cnj9Dx6efxwe/43D/b94uP03D9f/ocPl/+PD+f/yw6ny+L/qcKw8Ko/Ko/KoPCqPyqPy+F8+HP4XD/v/gw67/8MPU5xe+Vf5V/lX+Vf5V/lX+Vf5V/lX+Vf5V/lX+Vf5V/n3f8CfGxWng+lDJa2klbSSVtJKWkkraSWtpJW0klbSSlpJK2klraSVtJJW0kpaSStpJa2klbSSVtJK+v9nasHU0asUvBw9VSEHyyEWO/qH1Vf8gvSAEVoL8PEtGfTh+mmwsq42W8nfAZEDvuQ/WPMDYl5MGXmybjHE1p0yqnFoElhpvz+9N/Uh+OcE2faq46x4/duxrvvMbHC+ZLnvkI0Q3J7P9+TMOq64vuXNiOiVGyB29kH/kT04EDj86HuLiFoQ1POUlOd9HPzPrm+Z/yYbgl/fPLvOvT94iXqXnCi2Uzyvc473pZEGYrXlvZrdyAcPQ+r4u12DwPVW9v7y+wDcUMcfLb9XgciPv583mbwFPB+K/fvouoO7ZN6Jc63WQNytKedzHo8Av9R56jbRtSBQdkTeP7czRPmfG3STfwT8LHuvz4jRg1/y0shGq0vBU5ZnuCJrA/5Nzze6u283OLwvkXe/kwQ2mTsf1J/TEKxXjvh26qwWLEIPfLizARSPgrrZlE4GsJent0zZVqz4+cNzw8jCxhD3PmfdesFNxddFnZPXDh8HlmWO+Y4hXRS/Gjew+iGoCr5buNIH3ZMgKHe+xXzbARA0w5C748rf4Go7eWzUwFngbNVlwuGOm8DdqcZI3+5O4DOnq+arIRV8RzWaH+h0HKKXXkhfMFgLydMD3q4OTVB8Xn8zZYzEB8KneKTcGToYvFpur5G2KBO8ZDMvXy3tCz7O2r92apuAh+swz8Hhs8BDauFQkF0HHNf0cr3UaD/4KYI71hFkK97WXlk+eHJr8Hl9c5E06iokyu2Wuz+tD8HOD+80tu0PnmcuJS64EAZuP9eU7dn9GhwPWB2edbUNuGxu1CN9tivYlcSesO8yFBx8q8zmjDkDoW1dShcMOAwBkfd+3202DDy9fH+MPMsB7yonAvbm2oDNX17i0zXLIDStoXrU9vvASbr5IvjkfPAdXG3Cy7o9wDN63S/HVR3BQ/bBS9jsF7gMsR7waix6nvv1tg9qe0BQ1dtR24YOhbCZo6O7LfsNvjKt/dPsnhB+qEvG0idl4Pea20/YNAM8jh1p+yMvD0LkV273F2+BiE176raachhCkmc99m/QGgIGDeIpU6IgtLCkvf/OJRCVsap6dVgKnsmiEnlOITis1PdJVl8F67358XPGZYJty60z8g+3gOiarX/X9HWFiJqcrFpNDkNY1uO5IVXtFB9KPt1+v7cMgiBL+37tZfC0muMy640ArJaefrUpY6bi+/sa3488Fym+xc7LnbMnBAJqNioTJURBYCtPr5rBUeB0/sSpR27jwXth2Lo34jxwyXxc+KLaSLB7NfFDYvgxsInMm7s94x5YW7UeuebGbkiY1f5j57G7IOn0Db9fN7uy1PuvaT0dmm2BqHqbamVF1IWIJ4eafp6kV3yU9OQtGTwLPO1XjQ0UTwZO+aLB+Y1GgWfOnC6ykCXgrYwMPVEA4JIy5M6coAXgsK+4lqTFKrAd+3a+z8kwCDo0cdnCj+j+A7KHmx6vVHwN1sTfqeGj+JznqM978VjxSsr/WhgSB4GfLapoIuzAf1Sr1d1f5IPvfFdtZpu+wC3w/3TGtS84LhdtbWMzFpyXtl3VtEszcK/iPdp52VlwDuj8Ke78XnAYddRK5jIavH+cODn3fRA4HJ2ZP/jicMX3YG7poaNhii8vp7RvEVmmePvbt9v1x16K19a9Am0k1RW3Y1e+mfK7F/hMfVRnV91J4H3u7eS/mlSHcNfJib9VN8G5lW3DK6l+4LyzscRi1gRw4Mz7O+DUbQh/8Vf7h3y0vloVbP3bA2yTdyxv/3gH+K06UffEtEKwXxySVev4N7DuHzfDQz9B8XuVZrt+3xrwGnl5Uk7demBZ9UvgrS1WELymg+eiC7cUr3qP8OydeV5R3ik49dLAlhCavrzTOdtLwFH6vT56aSn4b1LOcZm/AXySDiq2vAsB7t/hvWQNAsGrudeBX206gYei5fwWvSeA54PR3Z/fKoDI2d+iwiUtwcNPyDl94DY4B7YSvGsZD8FlhWU2t7+Agz5l2tGkbPAWaGXVZ7uDy6cfdX2ezgJrz8PpGT5tIWhYWufyrGiI6eS6q6VdM/B58XbJ4FIp+OxamKX+OwQcauYfujpqC1hWsXdb5PcMkmoeXTC4oRNLvarWrTayMBEs7xb0HP/0I4Sc9ORdPdoCAlapba1WdFa8PuY6pqNwgOJ11fvnPj9eoHhl+XBal1UzFC/evm+4K5YH4c/0sa9Sa0NA01atdcUa8IvcuzLxHJKPw1+O72tmD/4jwgPnz9gGIYO/77sftwO8LSadcXzwAbj7DU31dQ4Bp9T6wZ7FrcE7OKTZmEUjwON+WNLyYTHg1m/MhKmHkbw3Cj9d4D4EPKYOW/xj5zNwiviY9/b3GHDpVn5mAG8P4mOxfM7LTuAbZldwdchtcOy9su84RRE41mngdqPRY7Cf0jfF90VD8Lp86G7ayPvgaJd2bFlAJrh8SJpR/iAB7IXuwda7W4Hj2tczcnmHwGGX15auLzuC/b7Vbe92rA5+R290/rH3GsQ/mNF62caOELveZcylpVXAukj1Ovz4BrBuM2ZvyEsL8B6zW7G7aDQk+QTluz28BgGu83p9fFodbLdLcjdttobIQP9Fzk28waLRGmm0+wSIaGLh1ft3GHi/hrf1Lw2A8F6WXztf4EHoi+CVnxf3UHw9NGdLn9pjIDhIHKt8voqlAc/mTzlTSwwBbettXRKyHIL6KSOXzxsAATydjdWUCRDSc0js3PKOwP1rWNSOU2fBd+Lv5pk9kR1ceuqebVltCD8o2JD+bR0Efrr0qd1QZJ88q/cAYUfw6z5vSpVrbuAf0r7HxGfIP2Ub5vys/xIi2ueGrDnfDHwffbrraGkBoa1H3U7dkQ8+J3JS+/brDJFjgicUNn4CPh6uIZ4TkJ8v77/otY0UPJZfPXe6bXXwWn55/Mb9evC+sXjErm3jILrZ9/Towf0hsva+N8P7VYeY3p+zBM3XQuDQeTE5mUgurvQqDhmM9HnfvfWnvjuDh1e31XurB4DT/BXH6iYsBhfpGEWYlRSCS15YRaYcAI+VGTeabe0F7uXjuR+ufAXOmgXnxofZgEsz33FNay0FR7cuI50HrASXy9XG2imRfi2Qzz229jS4qTbxU5u1A5c1f7/wzGoCLgt6fbO0aAcOp9peXN5xMthrbXglyvXgvmjj3mZ3D0HI8zZT1n69DLYlDX9s2nYHnDrbDJMNHQ2O/bzfT+PeAKcxPtUXj3MEx7xfFp+anAOHSXO6t1n+HGxezuXplhaAvah07NdpOeD17qYhY/UKiA3clV5/2jlwirk2K3f8VLAeOK/FgEX1IHr+p0f9mveB6IJaXrrRDSEwxqJn6yWLINrefZimaDgE6P9aeom7A+zbWtSfZX8NnLOqbV5e8hL81+UMUxlOstStY78fh2ZWhcjRy0+OPb+UpZbjQ7dtaDoXIlauDE7oGQkRWR4LJaW9wc+jsO0nA4DnMJnjwi0Ih91q2F+z9AJYuP7+sbO1AbhTdd9O7bYDrlxx58LazYpf3RLTo7aVAWfKSZ/IsGLgWH4w7FnSS/FdZNO+VcAvCB3h5qP4NgtCBeflI45nKL5dm1v3rxK94sfYU3X0339AyLWubqdvhyi+z//46v1zNwjx1n3WT/7FUMWXFxPqXUc4K2j3lDOPJ+ghaNnKhmXX9yg+u/2I2NFpHwTOmzGm5t+DIGDUrIAcnx4s9f/U+VJQWd5/oooP9259GLAnVfH+SXwdjUaieO8VdrDhhkmKt63Pvq8zvqviaULV8brBLvsP1/hyTGrJg5A9k4drR96GIJ/qYvncixC2enDGmUFlEBz3oU3RPgcICvdQV6m2D0J+dmo3vfgbBBedvlns0RnCdVXXJEXugOCQJSXbfb9AQGk30UVZIQTOjx443PouhKR1zDt9pzmEOHsO73q0OvhfUUvrHWoJQdGbj9QbuwyC89wWqJDcc4q/1HPdsgdCB3t9rzbxIUv9ax4VNumVB35nm20o/LEaAtpPqTZ5whHw7/xxWKs744Cz4OXwhcfXQoC2k6xZxwwIHX9MHb6wIwSOqF5zQdpN8POdM+qd4gf4caYfevtxBwQ97jD70KmmENjhU2H0z6bgO8zb45kPsjfKbe2DpBHAVY9uurg0Bji3v15v0U0Dvs8nHeqnrgshvLLZy29bQdD9JypDjcMQ/Dls27lFeeCz5ujwFh5a8HV8PDFsgTOEv2ub17/IDXwejWjZYFgIREQKT42tcQC8r/Wb0XTnAOBu+9qz/Mte8HduUZTSfFUF6rP8YCP1x1Xg9+PGhPepbhCWm7GyXQ0t+GcPuBZWYx9Lvcc/c3qywgG4notnDnvaAfwPTHik8zoP/j6Le2Q6+YDPgxMhCz69BL/xb1tN7rQNAuDjtAkTF4C339TjDwMWAqd7tZEPRyrBv2qU1x7VVgiVO1d9+ngPcHgjOgwJPgUcm8ePOh7aCX43Pqy+6LuGpT67X/q8kbwB74DghDeuGxBOCz4YOjoD/HJD7xxJXgPhDsnLfBqsgMiODxXCa19Y6mvT98sA9wjwrjp5bQ33ERCRXrdTjW51wa/qjk2rtmwBv9hqC3/d9gOv1mnSsnF5EOUraPFwc0fwvqINTul7GcLa9XBYFvYOfF89eFQYloP80JQrs89fBJ+Pu/v9yGwJXjEPjq+Zn4Ku1z/Up7eD0PLehe/3X4fg2NVvJom3QegVt59ZnW0QXtg0oL+hKURNfdTjp19n8Fqat7Keoilwa4VXaT7+JPIfjz/0r1oVvKIEda8U3wZuTEyNaxm/IeBXanDfaw/Bc8rk1lrkN306797C3bKCpZ51xqbMW7AIPFNfr0xo8BBCfjT9Pfxlb/AN+HksoSQWPPZfrb6hdA+EXHlTuiWxI3DmrFfd2LwFPF7U4Aya1xw4BT8upvJ54FGc2v3LSCvw2XrLJzdxG3hcubT+zeat4P/26+86yy9D8Lf0fhuSg8Dj571S4bKG4CFZkN9R6ATha3/f2ZkXBF6zBvo+LSoF9wnTm86eJkf8nRhY/8Ee8PY/CLXV3Vkanrzk4mvRDPB2uRfSHPLB+/y0IXMVHyHsQtrZsWNmQXRQqecBQUIFGjD424v+raqB35PVtjn7loG7j8S75bY64LV+j0/bBVrwci46FtmxB3iM9z73O7UpRM82JJ39FAuepbWGupWgeKZG7dHlghAIa/vwypcPLyFyjr93j6fbWRpQPZGfnNAYIrMvh3afcxvTqtXyxryWs9Tj3ZV868iuEOk+dH5Jkh149TsXOer8O0wft4vWSueB/2iDzbjuLuApjAyR/vUG/CwyB0/ztIPQmLbfHO4sQXIYm5PJvQ3uIqfcLqu+g4f1pGhZExcITFG8O2XpAiGrPt26FN4ZuF/XrU8qfQYhE/WNW22UsTTQ4UPffhZ24Hf97LdOj5YA92G6jevLj8A9HTTo1IOVENKw98pTiRchpPpZl5PHAEKCxvntj10D7vIy68i3xyD4a7Z3p8l7gNtnzNQ6kogKNLZZs2t5yscVqHOXFd61Sgzgs3aYUK6bAsH9Rz6ffOMNS7n2LRJn990JnL9z5IvvrQfOOc/sKpsfgsf7RTPbbUf2qo/LuAQ/NZLDtGT39kswnVBg1/pOCgRNi2yVvP8VcIaciTuR8Qnh7yvnL0ZJwKnV1HNLT/qC+8Vg7q2yI+D4+GlwTvfXEOQaXzzMMQD8HrnespuwCpw0Nc58/NQNPJZ96ftz4iZwnH7688nrruAypon3kinp4NdXezv9VgqE7136rt8JpLcCy9h5cfXBOb/TUDuNEhyz9z1Wv28Fbm5chz2jSyrQcAiPK5qbB659tvw1ddAP8Lp1UnZp7m3w/j18rO5QDHh/zrjVcfxdcNG//Fq3/0UI2GP97PNDCbgffRmxrfs9cCvPFz7fsQ8cIodn3FHfgLA2s8S+tR+D6wj5wDNpw8G33cvvdk8Pg8vfI4LCD56DgGqLSxd41gannuEbPfjTIfS1VXSn5fchdG7M0HMrZ4Bj6cSGM1smgmPc5kbdhxZDaKsWewp7L4HQ4PvbCvsGgGPDbZ0UL+YjufnYfcC+rmA3saE061YLCBl0/5ft42UQ0idnc1Xn+mD3q82KD61mgH1qcaOMDVcgJKCR06HbQSz121g06mLmO0zXDSq3KSkD74dVUmVVm4PrD0npM+sq4BrQcfP4ER3AthzuJErDwcPj4ec7TTeAy6sJypRn71nqEB3y6MvWSPD7q+RW28RBFWmrLvGn1dXBhTvEZtp0A3js/unvE+OD8Bjn9FXhYojrDdLQN7//Iw2uUbbTJqQmS533N5z08/VxiD3zsXntozX+lcaXnPty+qP1/xr1HDl4VqnhNPge7bRpg6o30q+6QsVCj3+ldqPezh+/vhE4pboOHV6shJiygZ4P6vVhqc2xrw+upRSBbQeXKJ+11SCo/qFO9292B9+qR1I7jbwJMQ1Wnf5cvxx8ReNLVpxbxFKvUWWeO/2HgFeh5ZtJvS1YGn12pjjK8P5fqdM9j3XvHhayNHp2e0X0CWlFqtk7qcvu8grUscOC0wta765Ao2vbH+w0sxFYX0qr8eOYGvmD2f3PNZ8ADmuO3/5s2QeiPllkNa49EOwymoxo+1sIDu7+sdwjlyBq89ntB6Y2hICdiyasTH7HUu+zM2zGHZtQgUZ1lUVMjLnL0oCM+QOPBHSEgM59zw91GQaJm1oHhT7//t+mAW7Z81udQf06ZkljG9+uQJ1m3wkanP0WbL833RwjtQVXf+nrrsMQbrvQp+u4eT7gONuQbd1TDZHr3LafjeFWoG6b6rXLcTwItqFDNzivCgSrtf36e9w+Bf71nrhEr7LCVLGev7tZAHgdvb75pn9tltpst7313M8RIhMTW6zY7w3WB8rOrhp4CjxSh7ayrvIFLO9ObtVWg/yh5eTRVfdsg4ins//2vl0Otk9nzX1Yux1EnH3csuG3XeA6yrpTv7Hdwdr3xsi+w8IhovRz/Iy4hWD56c6R3hsvgP341q3iVoxjacSCQ80LVNEQMTrBusneKmBXWq9gVGAqSyMKdafOf7YD9zHHT7m/OAXWjVZMeaSQQkSLdqLJYS/Bzv7BvgPfrRFOm/1sVV7n/0g9NwdP+rVnDfje2H6SP/g+SyM824W2D+Kx1HfFrJRdWZr/SLk3rVIyCrcC9+LEHRsyL4PFC99jZZEjgXuqemZ6gDemhy0NR8M2VqCWu3qsX95uMXBXuPMkb88Dd+zYjkH964Fn2Lcdv9a1Bm7nFooLo86DZceU4Y0UPYFbr+OnlX4l4HPhy5gvXl9Yyk2wlnW1KAVuUIMf+ZbXWGpRLarPnSYrgWvpm/1x4TvgvBvpPsKpLnCuzq1xoNerivSAfmC57Q1MF72y2/JZD5zBkdN3dJ0KnOxrobVHjwfvfdWGzb+YDZyay9YuWvadpRatGixPjkuG8C+qra29xoBFQIuULycnQfiJ15GzdtZW/A5eVW5z3Am8E4L2BU3vXIGGL3rhcnlC0r/TGQ5/l72ZU5FWffIxcVYeSy1W5D+R1l+N4sljW1TBepaGHnc4f+/JCgjtOSxWGde4IuXOnlilgwWmYcveT+S2hJATi58WV7/87/TgQMmAsoCK1JDrEDz7U0WqzVnAtYWKVFJyYv374xC86nk/wUnJf6ZLNi/2OCFjqOJ7eZPs53d6KL6Oqf9+VEBVCGqzQCP70bwirbmnhd/dtP86dZ237cHpbSwNlPyM7tjU73+aKj6NPStcI9sFAZEgH7RgTgXqPz58UNH9If9bVPFx0bO3iu9hiveHBQpXbn3Fu4HvqrYpqal4Exw2Ypf8qOJ1rQ9DHTq4KB5bvLn2YHRdxSX7l24/OzVUjJr4/vc6T4v9Z74bvjesmgf+7fZ8WZ15Hbw/fFxb+2sc+FqErry1UgHclbNvV1/UGvy/pDbPKh8DrsPqLA8YVgucr06OPvLOF5xG7R7nOHAOuFdzGbX06E1wGlCYtGP8BogWnrt0ctc3sK86j3u8cDgkFmd0cvbeBraNjxcXrfoFXm0ul45vpwX7i+5l7XsuAm6n8Nm5c/qBZVZyjRDXmxAs+c5/Vr5W8XNo0p65H36Bf0hxnzT+QsWlxfcbLJp9f//bGm/a1JiQASHNOi899W0FcDc9fdlRGwA+B9Zo/W2cwPdCnaYNvq8F7wmDfl8pRXHprkvZm58PAN/89103jj0Kvs+K308p6Qr2mxa16rbNHZyHTZu57ud2sD0w5NdfZ/IgUd7m5KG758Dhonr4+tNVwCGvp8f49L1ovPv7CLvvBaebe3/4z20L1he8HTYETgSbBynHLG9cAif7i7vC/BUonm3l8vigH1i7tm7e5t0RsGgxuumLES8UP/cMyFpjOUzx+2LDiaOj/RQ/yh/O89gqUXztEx3YY7Yf+M0e+6lxnQGKz/m/gzjHxyk+3W06uJM+RvGh3uUgF842xbv3jvYrDW6Kp26X0i8n2igOnBhQLB10fv/5Bp8sYrc+23/+67qB2htxEBLtdCoiGoC70K7TNflW4ARNrTN7TTvw29H8TNaDNyyN6jjEU/X5FHhL8/iHSj6DV5OtTxcFfoXQg1PauzxYBt7VP6gbbJkAfoHFdw3h88D9y/T8Wbck4H2qx9TnXd3Ad0bEzpB9a8G1uF3MtHOtIHxoWKdj8o4Q2MetcO7oq+AquBR6t7oOXN5dvP+gYxn4S0dwOz4WgFePq8MvDY6D2B1Wkk7R9cDRtduTHw3RegXur9Zu9xeE17ZFDH+8F9zXzXVXHJwG9vsX706a8gDsT+uPnj8bDfZDq1tY5PwCx97Ph4/cNgDsJemnP/+eDzbDb/BGfT8CNn0afrm/4zNYHzlxcHfMY7Be0fThmw0rwSq1zdCYk/fAwsbvUnK18WC5caHj+h/TIehhcX3fxUsgiCNL9q0SwtbRo5q0vFO87DEIm6UuO/J9IvBtp12scyUVatRt+KvFmQAQzJ/0KibuOYorF09VNR0LHF+fnLOxBuA0v9Hg+IOGwHeaOCwuZjxIr3T0ig5fBBz1t/7avYdB0LPn1f2aWSALfrgutbYK7CIGym48awScvLa7x8ocQLpZfell1/ogUX5OD990GfhLNSPiLkaApJndZfnRKyCeNm+6jVsEiutmwvzsYkg86RX1rbwfCPZ68TtKNCBIvOiY5/4E+EuGrr+miIXgT81m9V3lCvzLL69YtouAOMnPOa9kZyB2f+di8coxwHWZJUv6LQfxg9i2q/pYAG9AO9H0c/shZVDtX4+rfoTot9qSt82vAO9UjpuNY1MQjHcd8XvwaEh6F/jNwToKYl8HjV+2/zhEvzpqX/ZMCtzj+UMnnSgG+zN1+NYftJAQkT2oc0Ad4D7pesff+TVw9v/1xPUW8m8jz5Redl8LEWcU3X9FBwC3RTve/PEXgNNpQtvnYatAmNeq2KHRY6jiP3zTxIUXIKXr8y/rFtpBkme8w4VqryFxgrbKUQEfog/3eteuaCJwRP2nO3TrDmH2uxzlD7UQmre1eu6psxA0YnlIavMk8PN/nyob2R/4rVIaus5oCXxIeD3yRTLw7XXXT824AbywM58kY45Acsc6h+emZUFC0doBKadLILLrJqec2IXg3WvJfjtpL4io8uZFSc3uwBnRt1H+xfvg9bzf99Dlk4GXXa49V/cdpDTZ79N5UW+IL3Vo7qxA8drMV2d67beC2Ei96FRCMkR5PVzRanoMcFve/t5y/EEIGf8yvlOtIVDlrGPrtEW+kDjle07Py1challq94mJ1cBnaPFabqof8GeNlm84NA/4iQfSjp3LgRSrh1XeDakFyT+nb/T/+h7ibd6enpsQBDElPzcGZd6EsOd61YUFH8A3dU/r3V1HAa9vlaX+uxdAyoGfNvKvNSDF0HKtp0YNyY+Ua1udi0dUMjDv6EtIunV25sWTgZBUZ+jikimNIfFMqykZumeQ2M6heOUaOSTMnrPds5YBEjJkPR9N6w0xHmrVojUlwD20In/pr3XALS0I7cL3hdDU7dd2XJ8MgZmTj9R2V6A4Tr3kWAcJ+Py6fHP3/qng1VK8+cQWd4jv84XX6ekUCG9+YV+7JSMgeOL+Ezz+IQhUieRD1WMgyavfxv3IjiZcmjB90rWuEJe0hdNv00CIfdT8WM9OgyCm5uvus0KnQnTKtmnWOrQ+tx0XlpxH+nTrt+5h9lzgBF/NO9ahAEKmThPfOmuFad9NV0Z940GI6zz/NK9BEFSDs8yi437wntK1Q6tuQyEuq3WTcVkHIS70eMb02/YQ+/V706n7nCG25bZb+1/3h5jj145fcZsC0erwzLzDWog4unWouGFfCK8+2+bqi4UQ+imgjQW3Hfh+27B81Cpv8J1ccrfKhHng/HlL1RHKGcCDb7v2DW8FKQvEgan6JZB4PenkWMNwiOv79uiVWdUh+sADV5WdF0T+1c2y3rdWEBmXP8ZN9Q4ivvRrVDqjOXDnVCuvcSgF6VPRa96E6sCxXBJTfHgi+D/q/bXvl+bgN6WLolTuCR7xm+zDRu4CF73zlfRJiYqvv56vW7XyOSRvLN27fe9PiN+QEj76NQfiQ8ZJpUsSIGp3B23Lxx8hakFXrxFXe0Nk+cejbQaFQYTK/73IPRciEsPFjX83AO7VkkW6Re2Ao7nmuCpkG4QvbdrW58xaCJE+W9D+YykEd9j82CFxKwQ9dX3Qrf8UCNqxqcf2pJrgLVZ94zUMAGebNz1qO/QDx/thF7rvioQqI2I6LRm4A5IPqXvsujkTkhOj/eH4HEhsGbfgYkIVSLgSkPTty1eI/zhtVdfdURD3eNDB1XctIfZn/qTXLZpB9MTQ5eK1LyFq9YTow90mQpT/h9VN99aGyC8DnzRtNgoidyubNdwkgIj1iwtz5ltDhO2Q9/65aRBet2u7tksXQNiCzIl6wXsIq3k/7mIewuUxv6537BcBoffzAvfVOQChMzmO9V7PgZA55crfC6ZB8OcBG4c0qcnSoEZ7gt+sWwuBJ+8fsZoWCN7vt39Zt2U8eAbmtT3Q8gw4czKEfTV24FSQ9G3SmAHgCFO3JZY/BPv29e5mGDpAstvV8GnW65BdjT8/MFILSTZf55welgyJV2dcVT00QOKCzGgPZW9InFVt9odZxyFhw8Lfz+3LIKH7hs/11ekQf+7Na9/hBRA/fEij4M3vIfbtuxmHi95AzK6fv2uHzIXoo18ajXvSGqI71P11cdN9iLI72/t6QCFE7pvwUzdDCpFLr9eUzHkDEWUTX4RPXw8Rs+J7HxyL+NR+ZNHfNVB83LKRa9BHFAf7v/m7y/IUiHCxX507dipwG3nO+97+DXAuJf/KrX0RxWX5YXtO9gXOKEnt4LOfgdOwvOfSKlOA06DHyRvZWyCcn196bQfSk8S9zy6VzISwzivDxb9OQmhZwPSm/T9D8PcpbVdvPgHBx3hlhdPaQ/DqEdu894dDcO6NR5/aWEBQU+3tQ5nvIMglw65uxzsQWN3BJmxyHvi9H+b2bkEW+JberJY2LgV8NvldubOhJvh02rCvdsJH8Dro3nzogHSWetbwdWkQPx08rg7rIRp9DJIPPk3Q9JwCyeEn/rbaUQutw/HPQzaegSTXd9p2brcg8fAnj1vBdyFxraFl9RWtIXF64/JV0asgcWjXBrvGeUJi6ut7QV89IFE2fWpkg2hIGJOS4HChPcT/cOMHnz4A8Z9/ZQav9IT4A73aPrt4BuJ9j45ubv0F4havzZjeYzPE1XFo62qfArH3W4iqPBkBsb21h39XdYDYusK3Ax4/g5iXPOe4/KkQ82jwLYfoZxBdvP5BZNtZEPVz7bR9MXUg6ubDq/U9jkNU76O95h+ygciXKy87VUPruqvLKevqsyByRd9vbzaPhciZNgcWxd6ByAFfP6yd3Bgiu1XnV9HXhYjPE2+/GJoIEa8XbIz2tISIK4nXHEp6Q8Q8mFurc32ImLI99a+Q6xAxIKtLyfaDyA/+vcGt5nkkB9NgS0sU519ct6d5lTPAPRVau9/hX8AdFXR0p2IfcNaXflsVFgycflPbO2zoApw+BvH8sF7AEfaN2lunK3B4X88tF6wCjsepOhfSWiCaWifgXSyEbxh0bn5QCwhf0r+s7HUBhKue/LX0aTaErZyTuuT0aQhbwrHsvJgLYXNfhhdf6QthI3/F858/gdAVk3c0cEBxcgPbQf4LJkFooE96+cIFKM5dbblsa3cImXtk2a3pFxEu6tqhX9FOCD7FDS5Y4QjBalHMpeMKCA6IqG2X+JKlQU8MvmHdOkPQuXqnuy3rhanhdazw4SIIXFVLGGw3CwJbd3V5vrEQAmvVc9tq3RcCHvw9Y+jHVAiYIf5Yp+8vCBgykKd3V0JA1b57Grd3Af99wp29qwL4x1b/LQm8Cn73EjemhrUGP78v+6bDdfC5V77+UuYC8EmvPbxt1e7gE7chNOJXJPhEhRRb2d0An3D7ZscvPAfv5xfbz+C+Bu+ZHs1HvngK3un256IHfsc0pl0D6x854FUo2+2vzACvrLPNe8yJBc9y57aF6+PAc+PRia0fjgKP9z3ShzfuienYiCv+Mdz/SN0Tx6+JtL8ArqP8fHsd2AOuIe7VvVRrwclmY/tWNyeC5Z3GwtqOf++/79G/T/SqmpB0hWtdu+t5SJq52et77YWILplaq6UHJE1ac/rt1VJEewy01naBpLHP5y4ZcRWShuVvGmE3HpI0noOnxo2DpExutM3+KEiq5jwoKzIFkiRzrj8duR2SgpZuGP7uKiR+7vB+WYtdkLh9wcfMa39B4rq3sgNDApC+fpre0v8+otrMXZ4FkLgoWbH5bytMx3upq7y4jvTXdcPET1pIbFh9aIG2LiRW3R2Zc04AiQgYigvmQWJYt7hOJQWQ8ONq4fqlpQg9ZmrvNkqGhOflP5+F7EM0R1NrzThIuDe7+nFvLiSc6WGYPTMGEuYlvgv4+QESirkTmlRfjHDlccc7vRC+7KH/mDT5MSS0vftyxY/ekFC7h0UV/k1IkHELtF9nQEK4S31ltYWQYDvnVREIIMFqwfKrXgMg/v2ncYo9DyH+QbdL4s7tIF7brnfx67sQ38N7wOlznSE+y/A8euooiO/0MuyTzd2KtFXkxN5rz0F8i/D+goO1IL5OacJ0fX+Ir+2mnDa2FFPezb8aK9QQn3BxS7LwCcS7P7s3NLs5xH2J+v5+VWeI++j0zjm/LcSV272JskqEuKeiZfesBBB3ZPj6r/E3IG7jgBN3LvEhblbKmzEDb0Hc5MbzwW0cxI2Y6/3+w3KI6z7S58BSa2T3Zp+6f+g0ptFHe7pNaAixn88I10ZtQ/bwm9eB0Usg9t7IkP3RiRB7x66z5DrCYZeHbfZdJ8L0oqbLC/UziD2wv/rzWgCxu9rFFRxbCLEbBhQd6L8XYucJ5/l5IL84XnwocPgPiB09tnTk3UbIzk5tGd7pCcQWHZzuu+QixGa/H7Pq+A6IzZrTwW6CH8RmrHaPr9oGYrtHz0w4VASx8t9/jw+PQHTVh1rF5RCbsqJFbHEexCYc3hWe+hhi4/csFN3sBbHRjZx0X/ZBLKfr+moL0iHWy+HxEN/pEOu6Znqzvmg8Tg4r3EelQMyPiTdvj3kMMQ9PVKujGA8x54o7NY6+CjEnHxx9dH4npjv6bX5zax3ErOWN63JXBjELr3vUrlkFYmZtrj+n70KImXlgSwSSx5gR58bu/FwVYgZzbF5ukkKM+kzh1F8GiOmyaXHAoZ8Q0+xbzXp7ZkCMPCauV+s2EBPZJPHDSUeIsQ3o0HB5Z4j+OLZo6+NXEP33vdHBY8ah+KrwkH5Jf4jevkqx+l0fiF7k2Kn1Yi1ET833jA1/C9Hjr923adUEons3aakq6o2p7kFQTrUWEK29FCOzl0B0m1l5x+t/gOiqt1K5SW0hOmFYlqB3YUUaH3mt1ZuREM2pZfi+vQpEB4omawVlEO0iTx/ZNg6i7YKkfjUAoq3lrlKnLhBtNXDY6ZNPIOr75SEjipdD1DvLmsE7dkDU2zk3FzwbDFGv74++fGEKQfs0G3jRF6Ku7bixcNs6TPcHu6t/fsN055vOz37ORnFYr18Dz3+AKF29kktxTzFNaz0qx2kzRHW3D90VOAKiOh3SPz0rgKiO7Yq2nqsNUbJDac10KRDFH/3xcUgniPI9/WkDJw7h0W45XRdXg8h3RZmt9w+DyBeeLQ5vbA2Rd7VudS3nQeTNm13mpL3B9OqM+zPfHYfIMx7jH+yuCpGnfJv2r5YDkTvqrZIl8CByTfVUz/uvIHLJvp59fZtA5LhtSzpqp0Bk/2Ffsx9HQmRx68gZn99CZM/PNT90/16R5urH+Yf6VqSJ66sezZmPaIvTtbJXQWR8wYltr/piavex3rBzNSDiRZ/qD55IIOJCSmKLo5ch4lT1ObFDB0HEiofF1yPLIWL+/jNfkzthOvnXommXe0LEhDp3rqR+gogRhVuvh32GiGH+Pc4+BogodjnXesdaiPjrvjKkhA8RjVfafPjmAxGiuxYt3Lcg6n/hXjK6L3rjkZh+PyHC6VTjpnU3Ibr5xOAJVhBh48fz0x4D7uPS9Fa9vgH3fpJcnB4P3MvT/GKLMoC7LmL30YErgLswaV33nmmIJr44X3amIp13dWD11AMIxzwojdsSDdxhYaGcssHAzbK8fHX1BeB299jT6+wo4HbY+WPC2LvAbZU0o+jMDeBWk5UV9voI3JTMDdevOgE34VSDlCrLgMvdW6v5t4HAdS+uX+3XQ+D8Hj9yl1c8cL6uWzDudjSiy7bAiWLgvOs81a8sFDgvbrcMFipQfFd6f7u/JXC2nrr9aTzCT4vi+u8qagqcadvnvS+LA07xphvrWzwGTvaGz/yeE4CToj/6YtZTRFWbMv13AieGX/3Zkm7AiQhWJ1/LBU5Q+q5n80YCx7rety1RuyH8WrenrzoewvTK0jPFI/IxvTDRrWX92xC+fWayrU0WhC+bclJ6MAHCZ2iDVW6HIXzYvYPyqHQIL3Yq9DN0hPCc6f2vtXPBtOvrIT+9x0N4Z+/e5wuyK9KWF4uPdj0O4U3XDbzbeA+Ex/rnDT+yEMIj8p66NsqCsPLbk+/pevxnWlbtfMR6G0zvL87jXx8PYScdA/1Lxv07XTjlfn7Svf89Onl+z4TltSBsQoM9gwzFEDYmpODD2Lb/TgdUDz3kiuLQkjEh/Ld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```r
```r
arrange(fff_coll, desc(lambda))

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  </script>
</div>

<!-- rnb-frame-end -->

<!-- rnb-chunk-end -->


<!-- rnb-text-begin -->

Lambda describes the probability that those two terms follow each other. This is not the same as the absolute frequency which does not regard the occurrence of a term with others. 

<!-- rnb-text-end -->


<!-- rnb-chunk-begin -->


<!-- rnb-source-begin eyJkYXRhIjoiYGBgclxuYGBgclxua2xpbWFyZXBfY29sbCA8LSB0ZXh0c3RhdF9jb2xsb2NhdGlvbnMoa2xpbWFyZXBfY29ycHVzLCBtaW5fY291bnQ9MylcbmFycmFuZ2Uoa2xpbWFyZXBfY29sbCwgZGVzYyhjb3VudCkpXG5gYGBcbmBgYHJcblxud3JpdGUuY3N2KGtsaW1hcmVwX2NvbGwsIFxca2xpbWFyZXBfY29sbC5jc3ZcXClcbmBgYFxuYGBgIn0= -->

```r
```r
klimarep_coll <- textstat_collocations(klimarep_corpus, min_count=3)
arrange(klimarep_coll, desc(count))

write.csv(klimarep_coll, \klimarep_coll.csv\)

<!-- rnb-source-end -->

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soll","2":"4","3":"0","4":"2","5":"3.293287386","6":"6.59739210","_rn_":"959"},{"1":"susanne dröge","2":"4","3":"0","4":"2","5":"9.943210762","6":"6.58093391","_rn_":"960"},{"1":"dem willen","2":"4","3":"0","4":"2","5":"6.215236472","6":"6.57591745","_rn_":"963"},{"1":"art zu","2":"4","3":"0","4":"2","5":"3.930103778","6":"6.56998775","_rn_":"968"},{"1":"klimaziel für","2":"4","3":"0","4":"2","5":"4.685543860","6":"6.55980271","_rn_":"973"},{"1":"89 10963","2":"4","3":"0","4":"2","5":"13.440137605","6":"6.54081437","_rn_":"975"},{"1":"großbeerenstraße 89","2":"4","3":"0","4":"2","5":"13.440137605","6":"6.54081437","_rn_":"976"},{"1":"klimajournalistenbüro UG","2":"4","3":"0","4":"2","5":"13.440137605","6":"6.54081437","_rn_":"977"},{"1":"landgebieten liefere","2":"4","3":"0","4":"2","5":"13.440137605","6":"6.54081437","_rn_":"978"},{"1":"oh gott","2":"4","3":"0","4":"2","5":"13.440137605","6":"6.54081437","_rn_":"979"},{"1":"quaschnings videokolumne","2":"4","3":"0","4":"2","5":"13.440137605","6":"6.54081437","_rn_":"980"},{"1":"tony rinaudo","2":"4","3":"0","4":"2","5":"13.440137605","6":"6.54081437","_rn_":"981"},{"1":"green city","2":"4","3":"0","4":"2","5":"9.776078042","6":"6.48357097","_rn_":"1002"},{"1":"laschet bestellt","2":"4","3":"0","4":"2","5":"9.776078042","6":"6.48357097","_rn_":"1003"},{"1":"₂ -grenzausgleich","2":"4","3":"0","4":"2","5":"9.726041409","6":"6.45393789","_rn_":"1013"},{"1":"₂ -rückholung","2":"4","3":"0","4":"2","5":"9.726041409","6":"6.45393789","_rn_":"1014"},{"1":"willen des","2":"4","3":"0","4":"2","5":"6.094493399","6":"6.44996175","_rn_":"1015"}],"options":{"columns":{"min":{},"max":[10],"total":[6]},"rows":{"min":[10],"max":[10],"total":[2318]},"pages":{}}}
  </script>
</div>

<!-- rnb-frame-end -->

<!-- rnb-chunk-end -->


<!-- rnb-text-begin -->




<!-- rnb-text-end -->


<!-- rnb-chunk-begin -->


<!-- rnb-source-begin eyJkYXRhIjoiYGBgclxuYGBgclxuY29sIDwtIHRva2VucyhrbGltYXJlcF9jb3JwdXMpICU+JVxuICB0b2tlbnNfc2VsZWN0KHBhdHRlcm4gPSBcXF5bQS1aXVxcLCB2YWx1ZXR5cGUgPSBcXHJlZ2V4XFwsIGNhc2VfaW5zZW5zaXRpdmUgPSBUUlVFLCBwYWRkaW5nID0gVFJVRSkgJT4lIFxuICB0ZXh0c3RhdF9jb2xsb2NhdGlvbnMobWluX2NvdW50ID0gNSwgdG9sb3dlciA9IEZBTFNFKVxuXG5jb2xcbmBgYFxuYGBgIn0= -->

```r
```r
col <- tokens(klimarep_corpus) %>%
  tokens_select(pattern = \^[A-Z]\, valuetype = \regex\, case_insensitive = TRUE, padding = TRUE) %>% 
  textstat_collocations(min_count = 5, tolower = FALSE)

col

<!-- rnb-source-end -->

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ist","2":"5","3":"0","4":"2","5":"1.18242516","6":"2.7185733","_rn_":"678"},{"1":"ist es","2":"5","3":"0","4":"2","5":"1.18242516","6":"2.7185733","_rn_":"679"},{"1":"die am","2":"5","3":"0","4":"2","5":"1.16994571","6":"2.6315393","_rn_":"680"},{"1":"und mehr","2":"7","3":"0","4":"2","5":"0.94249691","6":"2.5032643","_rn_":"681"},{"1":"einer der","2":"5","3":"0","4":"2","5":"1.09871942","6":"2.4915259","_rn_":"682"},{"1":"und Deutschland","2":"5","3":"0","4":"2","5":"1.08884582","6":"2.4683816","_rn_":"683"},{"1":"und einer","2":"5","3":"0","4":"2","5":"1.07706100","6":"2.4425346","_rn_":"684"},{"1":"nur die","2":"6","3":"0","4":"2","5":"0.95450895","6":"2.3505212","_rn_":"685"},{"1":"und einen","2":"5","3":"0","4":"2","5":"0.99822885","6":"2.2689307","_rn_":"686"},{"1":"und auch","2":"9","3":"0","4":"2","5":"0.75282713","6":"2.2587113","_rn_":"687"},{"1":"muss die","2":"6","3":"0","4":"2","5":"0.90439822","6":"2.2305075","_rn_":"688"},{"1":"Die von","2":"6","3":"0","4":"2","5":"0.86658992","6":"2.1715565","_rn_":"689"},{"1":"und das","2":"15","3":"0","4":"2","5":"0.56178487","6":"2.1554752","_rn_":"690"},{"1":"und vor","2":"7","3":"0","4":"2","5":"0.74534020","6":"1.9890181","_rn_":"691"},{"1":"sich in","2":"5","3":"0","4":"2","5":"0.64946838","6":"1.4993757","_rn_":"692"},{"1":"auch der","2":"7","3":"0","4":"2","5":"0.52653555","6":"1.4116222","_rn_":"693"},{"1":"und wird","2":"6","3":"0","4":"2","5":"0.52983920","6":"1.3224934","_rn_":"694"},{"1":"wir die","2":"5","3":"0","4":"2","5":"0.57441475","6":"1.3146260","_rn_":"695"},{"1":"Sie die","2":"7","3":"0","4":"2","5":"0.46978730","6":"1.2572891","_rn_":"696"},{"1":"ist der","2":"12","3":"0","4":"2","5":"0.33140857","6":"1.1479372","_rn_":"697"},{"1":"und den","2":"12","3":"0","4":"2","5":"0.27176845","6":"0.9419642","_rn_":"698"},{"1":"und der","2":"27","3":"0","4":"2","5":"0.17781938","6":"0.9090217","_rn_":"699"},{"1":"das zu","2":"5","3":"0","4":"2","5":"0.39230494","6":"0.9084971","_rn_":"700"},{"1":"und eine","2":"7","3":"0","4":"2","5":"0.31079665","6":"0.8358523","_rn_":"701"},{"1":"und ein","2":"6","3":"0","4":"2","5":"0.20355243","6":"0.5106076","_rn_":"702"},{"1":"wird die","2":"5","3":"0","4":"2","5":"0.19732105","6":"0.4547036","_rn_":"703"},{"1":"und in","2":"14","3":"0","4":"2","5":"0.12071260","6":"0.4510827","_rn_":"704"},{"1":"werden die","2":"7","3":"0","4":"2","5":"0.09704714","6":"0.2613213","_rn_":"705"},{"1":"und dem","2":"5","3":"0","4":"2","5":"0.07374556","6":"0.1705122","_rn_":"706"},{"1":"es die","2":"5","3":"0","4":"2","5":"0.06364343","6":"0.1469364","_rn_":"707"},{"1":"werden und","2":"5","3":"0","4":"2","5":"-0.06342006","6":"-0.1468535","_rn_":"708"},{"1":"die mit","2":"6","3":"0","4":"2","5":"-0.07309735","6":"-0.1837040","_rn_":"709"},{"1":"und nicht","2":"5","3":"0","4":"2","5":"-0.11847912","6":"-0.2744937","_rn_":"710"},{"1":"die sich","2":"5","3":"0","4":"2","5":"-0.13152400","6":"-0.3043705","_rn_":"711"},{"1":"und von","2":"6","3":"0","4":"2","5":"-0.20780575","6":"-0.5235712","_rn_":"712"},{"1":"nicht die","2":"5","3":"0","4":"2","5":"-0.27730432","6":"-0.6426875","_rn_":"713"},{"1":"und für","2":"7","3":"0","4":"2","5":"-0.29347146","6":"-0.7944505","_rn_":"714"},{"1":"die von","2":"6","3":"0","4":"2","5":"-0.36676821","6":"-0.9244658","_rn_":"715"},{"1":"und zu","2":"5","3":"0","4":"2","5":"-0.59657059","6":"-1.3871475","_rn_":"716"},{"1":"die in","2":"6","3":"0","4":"2","5":"-0.86167547","6":"-2.1793077","_rn_":"717"},{"1":"die die","2":"5","3":"0","4":"2","5":"-1.81249698","6":"-4.2323044","_rn_":"718"}],"options":{"columns":{"min":{},"max":[10],"total":[6]},"rows":{"min":[10],"max":[10],"total":[718]},"pages":{}}}
  </script>
</div>

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<!-- rnb-source-begin eyJkYXRhIjoiYGBgclxuYGBgclxuI2Vpa2VfY29sbCA8LSB0ZXh0c3RhdF9jb2xsb2NhdGlvbnMoZWlrZV9jb3JwdXMsIG1pbl9jb3VudD0zKVxuI2FycmFuZ2UoZWlrZV9jb2xsLCBkZXNjKGNvdW50KSlcbmBgYFxuYGBgIn0= -->

```r
```r
#eike_coll <- textstat_collocations(eike_corpus, min_count=3)
#arrange(eike_coll, desc(count))

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### Word Similarity

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<!-- rnb-source-begin eyJkYXRhIjoiYGBgclxuYGBgclxuY29ycHVzX3NlbnRzIDwtIGNvcnB1c19yZXNoYXBlKGZmZl9jb3JwdXMsIHRvPVxcc2VudGVuY2VzXFwpXG5mZmZfZGZtX3NlbnRzIDwtIGRmbShjb3JwdXNfc2VudHMsIHJlbW92ZV9udW1iZXJzPVRSVUUsIHJlbW92ZV9wdW5jdD1UUlVFLCByZW1vdmVfc3ltYm9scz1UUlVFLCByZW1vdmU9c3RvcHdvcmRzKFxcZW5nbGlzaFxcKSlcbmBgYFxuYGBgIn0= -->

```r
```r
corpus_sents <- corpus_reshape(fff_corpus, to=\sentences\)
fff_dfm_sents <- dfm(corpus_sents, remove_numbers=TRUE, remove_punct=TRUE, remove_symbols=TRUE, remove=stopwords(\english\))

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<!-- rnb-output-begin eyJkYXRhIjoiV2FybnVuZzogJ2RmbS5jb3JwdXMoKScgaXMgZGVwcmVjYXRlZC4gVXNlICd0b2tlbnMoKScgZmlyc3QuXG5XYXJudW5nOiAnLi4uJyBzaG91bGQgbm90IGJlIHVzZWQgZm9yIHRva2VucygpIGFyZ3VtZW50czsgdXNlICd0b2tlbnMoKScgZmlyc3QuXG5XYXJudW5nOiAncmVtb3ZlJyBpcyBkZXByZWNhdGVkOyB1c2UgZGZtX3JlbW92ZSgpIGluc3RlYWRcbiJ9 -->

Warnung: ‘dfm.corpus()’ is deprecated. Use ‘tokens()’ first. Warnung: ‘…’ should not be used for tokens() arguments; use ‘tokens()’ first. Warnung: ‘remove’ is deprecated; use dfm_remove() instead




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<!-- rnb-source-begin eyJkYXRhIjoiYGBgclxuYGBgclxuZmZmX2RmbV9zZW50cyA8LSBkZm1fdHJpbShmZmZfZGZtX3NlbnRzLCBtaW5fZG9jZnJlcT01KVxuc2ltaWxhcml0aWVzIDwtIHRleHRzdGF0X3NpbWlsKGZmZl9kZm1fc2VudHMsIGZmZl9kZm1fc2VudHNbLFxcY2xpbWF0ZVxcXSwgbWFyZ2luID1cXGZlYXR1cmVzXFwsIG1ldGhvZD1cXGNvc2luZVxcKVxuaGVhZChzaW1pbGFyaXRpZXNbb3JkZXIoc2ltaWxhcml0aWVzWywxXSwgZGVjcmVhc2luZz1UKSxdLDEwKVxuYGBgXG5gYGAifQ== -->

```r
```r
fff_dfm_sents <- dfm_trim(fff_dfm_sents, min_docfreq=5)
similarities <- textstat_simil(fff_dfm_sents, fff_dfm_sents[,\climate\], margin =\features\, method=\cosine\)
head(similarities[order(similarities[,1], decreasing=T),],10)

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   climate       announce            jan sociopolitical       entering        gearing 
 1.0000000      0.5578560      0.5578560      0.5578560      0.5578560      0.5578560 
   ongoing           19th          midst         health 
 0.5578560      0.5409893      0.5409893      0.5409893 



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### Word Distance


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<!-- rnb-source-begin eyJkYXRhIjoiYGBgclxuYGBgclxuZGlzdGFuY2UgPC0gdGV4dHN0YXRfZGlzdChmZmZfZGZtX3NlbnRzLCBmZmZfZGZtX3NlbnRzWyxcXGNsaW1hdGVcXF0sIG1hcmdpbiA9IFxcZmVhdHVyZXNcXCwgbWV0aG9kID0gXFxldWNsaWRlYW5cXClcbmhlYWQoZGlzdGFuY2Vbb3JkZXIoZGlzdGFuY2VbLDFdLCBkZWNyZWFzaW5nID0gVCksXSwgMTApXG5gYGBcbmBgYCJ9 -->

```r
```r
distance <- textstat_dist(fff_dfm_sents, fff_dfm_sents[,\climate\], margin = \features\, method = \euclidean\)
head(distance[order(distance[,1], decreasing = T),], 10)

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<!-- rnb-output-begin eyJkYXRhIjoiICBpc2xhbmRzICAgICAgICB1ayAgICBzZWxlY3QgICAgdW5pdGVkICAga2luZ2RvbSAgICAgICAgbGEgICAgICAgIGRlICAgICAgIG5vdyAgICBmb3NzaWwgXG4yMjIuMjAyNjEgIDgyLjEyNzk1ICA0OC4xMjQ4NCAgNDYuMzQ2NTIgIDM2LjAxMzg5ICAzMS44NTkwNiAgMzEuNzgwNTAgIDI4Ljg2MTc0ICAyOC44NDQ0MSBcbiAgICAgIGNhbiBcbiAyOC43MDU0MCBcbiJ9 -->

islands uk select united kingdom la de now fossil 222.20261 82.12795 48.12484 46.34652 36.01389 31.85906 31.78050 28.86174 28.84441 can 28.70540




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### Topic Models 


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<!-- rnb-source-begin eyJkYXRhIjoiYGBgclxuYGBgclxucXVhbnRfZGZtIDwtIGRmbV90cmltKGVpa2VfZGZtLCBtaW5fdGVybWZyZXEgPSAzLCBtYXhfZG9jZnJlcSA9IDEwKVxucXVhbnRfZGZtXG5gYGBcbmBgYCJ9 -->

```r
```r
quant_dfm <- dfm_trim(eike_dfm, min_termfreq = 3, max_docfreq = 10)
quant_dfm

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<!-- rnb-output-begin 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 -->

Document-feature matrix of: 3,000 documents, 48,107 features (99.86% sparse) and 2 docvars. features docs lbi fachminist brunner pflanzenbau drohten nacheifert ministerinnen verholfen 00ImmD01.txt 2 1 6 4 1 1 1 1 03CPiOlL.txt 0 0 0 0 0 0 0 0 04pbVvuF.txt 0 0 0 0 0 0 0 0 0Bp1gfFH.txt 0 0 0 0 0 0 0 0 0fWv6mw4.txt 0 0 0 0 0 0 0 0 0G07DHu0.txt 0 0 0 0 0 0 0 0 features docs editierung kongressen 00ImmD01.txt 1 1 03CPiOlL.txt 0 0 04pbVvuF.txt 0 0 0Bp1gfFH.txt 0 0 0fWv6mw4.txt 0 0 0G07DHu0.txt 0 0 [ reached max_ndoc … 2,994 more documents, reached max_nfeat … 48,097 more features ]




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```r
```r
set.seed(100)
if (require(stm)) {
  my_lda_fit20 <- stm(quant_dfm, K =10, verbose = FALSE)
  plot(my_lda_fit20)
}

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<!-- rnb-output-begin 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 -->

Lade nötiges Paket: stm stm v1.3.6 successfully loaded. See ?stm for help. Papers, resources, and other materials at structuraltopicmodel.com Warnung in dfm2stm(x, docvars, omit_empty = TRUE) Dropped empty document(s): 0fWv6mw4.txt, 26I54Tyy.txt, 4GC7XF7z.txt, DeWqVuZi.txt, f4hQN94g.txt, fQwzFTAE.txt, Gjp2rlAx.txt, J5Bbyiui.txt, jSmZQWXj.txt, kNan1xB4.txt, kT2AGlAW.txt, kwSpJPhJ.txt, Lu2TW19V.txt, mYw3pQyh.txt, NhWfFKDM.txt, O3fKzbri.txt, POZvydof.txt, psMfgm9M.txt, R86Wz2mH.txt, RtQlbi8t.txt, tgbwrPVs.txt, tkXSEYuA.txt, UAUG86q0.txt, UGSyCfDM.txt, UwEF04Jh.txt, wgFwOtIw.txt, xLdCBxEI.txt, ZdYGI0Lf.txt, KmHkMoXX.txt, 7RxzIRA1.txt, ABkESurQ.txt, JDariiL2.txt




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<img 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" />

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### Sentiment Analysis


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<!-- rnb-source-begin eyJkYXRhIjoiYGBgclxuYGBgclxucG9zX3dvcmRzLmJsIDwtIHJlYWQuZGVsaW0oZmlsZS5jaG9vc2UoKSlcbm5lZ193b3Jkcy5ibCA8LSByZWFkLmRlbGltKGZpbGUuY2hvb3NlKCkpXG5gYGBcbmBgYCJ9 -->

```r
```r
pos_words.bl <- read.delim(file.choose())
neg_words.bl <- read.delim(file.choose())

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<!-- rnb-source-begin eyJkYXRhIjoiYGBgclxuYGBgclxuc2VudGltZW50X2xleGljb24gPC0gZGljdGlvbmFyeShsaXN0KHBvc2l0aXZlPXBvc193b3Jkcy5ibCwgbmVnYXRpdmU9bmVnX3dvcmRzLmJsKSlcbnN0cihzZW50aW1lbnRfbGV4aWNvbilcbmBgYFxuYGBgIn0= -->

```r
```r
sentiment_lexicon <- dictionary(list(positive=pos_words.bl, negative=neg_words.bl))
str(sentiment_lexicon)

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<!-- rnb-source-begin eyJkYXRhIjoiYGBgclxuYGBgclxuZmZmX3NlbnRpbWVudCA8LSBkZm0oZmZmX2NvcnB1cywgZGljdGlvbmFyeSA9IHNlbnRpbWVudF9sZXhpY29uKVxuZmZmX3NlbnRpbWVudFxuYGBgXG5gYGAifQ== -->

```r
```r
fff_sentiment <- dfm(fff_corpus, dictionary = sentiment_lexicon)
fff_sentiment

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#### Combined Corpora (german)


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<!-- rnb-source-begin eyJkYXRhIjoiYGBgclxuYGBgclxuZGVfY29ycHVzIDwtIGVpa2VfY29ycHVzICsga2xpbWFyZXBfY29ycHVzXG4jc3VtbWFyeShkZV9jb3JwdXMpXG5kZV9kZm0gPC0gZGZtKGRlX2NvcnB1cywgcmVtb3ZlX251bWJlcnMgPSBUUlVFLCByZW1vdmVfcHVuY3Q9VFJVRSwgcmVtb3ZlPWRlX3N0b3B3b3JkcylcbmBgYFxuYGBgIn0= -->

```r
```r
de_corpus <- eike_corpus + klimarep_corpus
#summary(de_corpus)
de_dfm <- dfm(de_corpus, remove_numbers = TRUE, remove_punct=TRUE, remove=de_stopwords)

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<!-- rnb-source-begin eyJkYXRhIjoiYGBgclxuYGBgclxuI3RvIGdldCBmcmVxdWVuY2llc1xuZGVfZnJlcXMgPC0gdGV4dHN0YXRfZnJlcXVlbmN5KGRmbV93ZWlnaHQoZGVfZGZtLCBzY2hlbWU9XFxwcm9wXFwpLCBncm91cHM9b3JpZ2luKVxuZGVfZnJlcXNcbmBgYFxuYGBgIn0= -->

```r
```r
#to get frequencies
de_freqs <- textstat_frequency(dfm_weight(de_dfm, scheme=\prop\), groups=origin)
de_freqs

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<!-- rnb-frame-begin {"metadata":{"classes":["frequency","textstat","data.frame"],"nrow":282254,"ncol":5,"summary":{"Description":"frequency[,5] [282,254 × 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```r
```r
#to get klima words
de_klima <- dfm_select(de_dfm, pattern =\klima*\)
de_relfreq <- dfm_weight(de_klima, scheme=\prop\)
de_freqs <- textstat_frequency(de_relfreq, groups=origin)

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```r
```r
de_freqs

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  </script>
</div>

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```r
```r
#plotting 
freqs.eike <- filter(de_freqs, group == \EIKE\) %>% as.data.frame() %>% select(feature, frequency)

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Fehler in select(., feature, frequency) : unbenutzte Argumente (feature, frequency)




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```r
de_klima <- dfm_select(de_dfm, pattern="klima*")
de_freqs <- textstat_frequency(de_klima, groups=origin)
```r
freqs.eike <- filter(de_freqs, group==\EIKE\) %>% as.data.frame() %>% select(features, frequency)

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Fehler in select(., features, frequency) : unbenutzte Argumente (features, frequency) ```

---
title: "Text Mining in Social Sciences - Quanteda"
output:
  html_notebook: default
  pdf_document: default
editor_options:
  chunk_output_type: inline
---

This is an [R Markdown](http://rmarkdown.rstudio.com) Notebook. When you execute code within the notebook, the results appear beneath the code. 

Try executing this chunk by clicking the *Run* button within the chunk or by placing your cursor inside it and pressing *Cmd+Enter*. 

Add a new chunk by clicking the *Insert Chunk* button on the toolbar or by pressing *Cmd+Alt+I*.

Explanation of how to use R Notebooks: https://bookdown.org/yihui/rmarkdown/notebook.html
Explanation of how to use Quanteda Package: http://inhaltsanalyse-mit-r.de/grundlagen.html
Quick Start Guide Quanteda: https://quanteda.io/articles/quickstart.html
Explanation Webscraping Trafilatura: https://trafilatura.readthedocs.io/en/latest/tutorial0.html

### Prerequisites
To open and use this file you need to install the following:
- R, RStudio
```{r}
#install.packages("quanteda")
#install.packages("readtext")
#install.packages("wordcloud")
#install.packages("RColorBrewer")
#install.packages("wordcloud2")
#install.packages("tidyverse")
#install.packages("tm")
#install.packages("quanteda.textmodels")
#install.packages("quanteda.textstats")
#install.packages("quanteda.textplots")
```

### Webscraping with Trafilatura
```{bash}
# run link discovery through website and store the resulting links in a file
$ trafilatura --sitemap "https://www.klimareporter.de" --list > klimareporterlinks.txt

# to process list of links and get texts
$ trafilatura -i klimareporterlinks.txt -o klimareporter_texts
```
### Insert Webscraping with Python here!

Quanteda:  
We first need to load the libraries we require for this project

### Loading Libraries
```{r}
# load libraries

library(quanteda)
library(readtext)
library(wordcloud)
library(RColorBrewer)
library(wordcloud2)
library(tidyverse)
library(tm)
library("quanteda.textplots")
library("quanteda.textstats")
```
To open the website text file we downloaded previously via trafilatura, we need to run the following code:

```{r}
# you can get current directory for importing the textfiles by setting current directory and open relative path from there with
#texts <- readtext("path/*")

#setwd("/Users/anna/Documents/textmining/textmining_climate")

# Climate Activists
fff_texts <- readtext("text_files/pro/fff_texts/*")
fff_de_texts <- readtext("text_files/pro/fff_de_texts/*")
ikem_texts <- readtext("text_files/pro/ikem_texts/*")
klimarep_texts <- readtext("text_files/pro/klimareporter_texts/*")
klimafakten_texts <- readtext("text_files/pro/klimafakten_texts/*")

# Climate Change Deniers
eike_texts <- readtext("text_files/contra/eike_subset/*")
```

```{r}
#DATA_DIR <- system.file("extdata/", package = "readtext")
#fff_texts <- readtext(paste0(DATA_DIR, "/txt/fff_texts/*"))
#eike_texts <- readtext(paste0(DATA_DIR, "/txt/eike_subset/*"))
#klimarep_texts <- readtext(paste0(DATA_DIR, "/txt/klimareporter_texts/*"))
```
### Building a Corpus

Next step is to build a corpus from the readtext object and have a look at it
```{r}
fff_corpus <- corpus(fff_texts)
summary(fff_corpus, 5)
```
```{r}
eike_corpus <- corpus(eike_texts)
summary(eike_corpus, 5)
```
```{r}
klimarep_corpus <- corpus(klimarep_texts)
summary(klimarep_corpus, 5)
```


To extract texts from a corpus, we simply coerce this to a plain character type, using as.character().

```{r}
as.character(fff_corpus)[2]
```
To add information to the corpus summary, use the following command: 
```{r}
if (requireNamespace("tm", quietly = TRUE)) {
    data(crude, package = "tm")    # load in a tm example VCorpus
    vcorp <- corpus(crude)
    summary(vcorp)

    data(acq, package = "tm")
    summary(corpus(acq), 5)

    vcorp2 <- tm::VCorpus(tm::VectorSource(fff_corpus))
    fff_corpus <- corpus(vcorp2)
    summary(fff_corpus, 5)
}
```
```{r}
docvars(fff_corpus, "origin") <- "FFF"
docvars(fff_corpus, "language") <- "en"
summary(fff_corpus, 5)
```
```{r}
docvars(eike_corpus, "origin") <- "EIKE"
docvars(eike_corpus, "language") <- "de"
summary(eike_corpus, 5)
```
```{r}
docvars(klimarep_corpus, "origin") <- "Klimareporter"
docvars(klimarep_corpus, "language") <- "de"
summary(klimarep_corpus, 5)
```
### Exploring the Corpus 
To explore the corpus you can use the `kwic` function (keyword-in-context) which performs a search for a word an allows us to view the contexts in which it occurs

```{r}
fff_kwic <- kwic(fff_corpus, "climate")
fff_kwic
```
```{r}
eike_kwic <- kwic(eike_corpus, "klima")
eike_kwic
```
```{r}
klimarep_kwic <- kwic(klimarep_corpus, "klima")
klimarep_kwic
```

```{r}
write.csv(eike_kwic, "eike_kwic.csv")
write.csv(fff_kwic, "fff_kwic.csv")
write.csv(klimarep_kwic, "klimarep_kwic.csv")
```

### Tokenizing Texts
To tokenize a text, you can simply use the command `tokens()`. It produces an intermediate object, consisting of a list of tokens in the form of character vectors, where each element of the list corresponds to an input document

```{r}
ex_2 <- as.character(fff_corpus)[2]
ex_2
tokens(ex_2, remove_numbers =TRUE, remove_punct=TRUE)
```
You can also do this on character or sentence level:

```{r}
tokens(ex_2, what="character", remove_numbers=TRUE, remove_punct=TRUE)
```
```{r}
tokens(ex_2, what="sentence", remove_numbers=TRUE, remove_punct=TRUE)

```
### Plotting Corpus Statistics 

```{r}
fff_sum <- summary(fff_corpus)

ggplot(fff_sum, aes(id, Tokens, group=1)) +
  geom_line() + 
  geom_point() +
  theme(axis.text.x = element_text(angle=0, vjust=1, hjust=1)) + 
  ggtitle("Tokens per Textfile")
```
```{r}
ggplot(fff_sum, aes(id, Types, group=1)) +
  geom_line() + 
  geom_point() +
  theme(axis.text.x = element_text(angle=0, vjust=1, hjust=1)) + 
  ggtitle("Types per Textfile")
```
```{r}
ggplot(fff_sum, aes(id, Sentences, group=1)) +
  geom_line() + 
  geom_point() +
  theme(axis.text.x = element_text(angle=0, vjust=1, hjust=1)) + 
  ggtitle("Sentences per Textfile")
```
```{r}
ggplot(fff_sum, aes(Tokens, Types, group=1, label= id)) +
  geom_smooth(method = "lm", formula ="y ~ x", se = FALSE) +
  geom_text(check_overlap = T) +
  ggtitle("Type-Token-Relation per Text")
```
### Constructing a document-feature matrix
To create a document_feature matrix, simply use the `dfm()` function. It performs tokenization and tabulates the extracted features into a matrix of documents by features. It applies certain options by default, such as `tolower()`- a separate function to lower-casing texts - and removes punctuation 

#### Modifying stopword lists
```{r}
#english stopword list
en_stopwords <- stopwords::stopwords("en", source="snowball")
en_stopwords <- c(en_stopwords, "phqghume", "+")

#german stopword list
de_stopwords <- stopwords::stopwords("de", source="snowball")
de_stopwords <- c(de_stopwords, "dass", "=", "the", "seit", "ab", "beim", "mal", "c")
```

```{r}
fff_dfm <- dfm(fff_corpus, remove = en_stopwords, stem = FALSE, remove_punct = TRUE, remove_numbers=TRUE)
fff_dfm
```
```{r}
eike_dfm <- dfm(eike_corpus, remove = de_stopwords, remove_punct = TRUE, remove_numbers=TRUE)
eike_dfm
```

```{r}
klimarep_dfm <- dfm(klimarep_corpus, remove = de_stopwords, remove_punct = TRUE, remove_numbers=TRUE)
klimarep_dfm
```
The dfm can be inspected with respect to multiple features. To access a list of most frequently occurring features, we can use `topfeatures()`:

```{r}
fff_top50 <- topfeatures(fff_dfm, 50) #top 50 words
eike_top50 <- topfeatures(eike_dfm, 50)
```
FFF DFM
```{r}
#To sort DFM: n = number of documents, nf = number of features 
head(dfm_sort(fff_dfm, decreasing=TRUE, margin = "features"))
```
EIKE DFM
```{r}
head(dfm_sort(eike_dfm, decreasing=TRUE, margin = "features"))
```
Klimareporter DFM
```{r}
head(dfm_sort(klimarep_dfm, decreasing=TRUE, margin = "features"))
```
#### DFM Select 
To select specific features use `dfm_select`

```{r}
fff_climate <- dfm_select(fff_dfm, pattern ="climat*")
eike_klima <- dfm_select(eike_dfm, pattern ="klima*")
klimarep_klima <- dfm_select(klimarep_dfm, pattern="klima*")

fff_climate
```
```{r}
klima1 <- topfeatures(eike_klima, 100)
klima2 <- topfeatures(klimarep_klima, 100)
```
**TO-DO**: 
- Liste mit "geladenen" Klimabegriffen erstellen und abgleichen mit Vorkommnissen auf den jeweiligen Websites
```{r}
klima1
```

```{r}
klima2
```

### Plotting of "Klima" Word Frequencies
```{r}
klima1_dfm <- textstat_frequency(eike_klima, n=100)
klima2_dfm <- textstat_frequency(klimarep_klima, n=100)
plot_eike <- with(klima1_dfm, reorder(feature, -frequency))
plot_klimarep <- with(klima2_dfm, reorder(feature, -frequency))

#create plot for eike klima words frequencies
plot1 <- ggplot(klima1_dfm, aes(x=feature, y=frequency)) + 
  geom_point()+ggtitle("EIKE 'Klima' Frequencies")+
  theme(axis.text.x = element_text(angle=90,hjust=1))
ggsave(plot=plot1, width = 10, height = 5, dpi=300, filename="klima_eike_plot.jpeg" )
plot1

#create plot for klimareporter klima words frequencies
plot2 <- ggplot(klima2_dfm, aes(x=feature, y=frequency)) + 
  geom_point()+ ggtitle("Klimareporter 'Klima' Frequencies")+
  theme(axis.text.x = element_text(angle=90,hjust=1)) 
  
ggsave(plot=plot2, width = 10, height = 5, dpi=300, filename="klima_klimarep_plot.jpeg" )
plot2
```
### Keyness

```{r}
keyness_eike <- textstat_keyness(eike_klima)
textplot_keyness(keyness_eike)
```



### TF-IDF
To check absolute word frequencies you can use `topfeatures`
`dfm_weight` then gives the weight of the words proportional to the whole corpus

```{r}
eike_weight_klima <- dfm_weight(eike_klima, scheme="prop")
eike_weight_klima
eike_relfreq <- textstat_frequency(eike_weight_klima, n=100)

plot_eike2 <- with(eike_relfreq, reorder(feature, -frequency))

#create plot for eike klima words frequencies
plot3 <- ggplot(eike_relfreq, aes(x=feature, y=frequency)) + 
  geom_point()+ggtitle("EIKE 'Klima' Frequencies")+
  theme(axis.text.x = element_text(angle=90,hjust=1))
#ggsave(plot=plot1, width = 10, height = 5, dpi=300, filename="klima_eike_plot.jpeg" )
plot3

eike_relfreq

klimarep_weight_klima <- dfm_weight(klimarep_klima, scheme="prop")
klimarep_relfreq <- textstat_frequency(klimarep_weight_klima, n=100)
plot_klimarep2 <- with(klimarep_relfreq, reorder(feature, -frequency))

#create plot for klimareporter klima words frequencies
plot4 <- ggplot(klimarep_relfreq, aes(x=feature, y=frequency)) + 
  geom_point()+ ggtitle("Klimareporter 'Klima' Frequencies")+
  theme(axis.text.x = element_text(angle=90,hjust=1)) 

plot4
```


```{r}
fff_weight <- dfm_weight(fff_dfm, scheme="prop")
topfeatures(fff_weight)
```

To calculate tf-idf use the `dfm_tfidf` function

```{r}
fff_tfidf <- dfm_tfidf(fff_dfm)
topfeatures(fff_tfidf, n=50)
```
```{r}
eike_tfidf <- dfm_tfidf(eike_dfm)
topfeatures(eike_tfidf, n=50)
```

```{r}
klimarep_tfidf <- dfm_tfidf(klimarep_dfm)
topfeatures(klimarep_tfidf, n=50)
```

Plotting a word cloud, using `textplot_wordcloud()`
```{r}
#jpeg("fff_top50.jpeg", width=600, height=600)
textplot_wordcloud(fff_dfm, min_size=1, max_words=30,colors = RColorBrewer::brewer.pal(8, "Dark2") )

textplot_wordcloud(fff_climate, min_size=1, max_words=30,colors = RColorBrewer::brewer.pal(8, "Dark2") )
#dev.off()
```
```{r}
#jpeg("eike_top50.jpeg", width=600, height=600)
textplot_wordcloud(eike_dfm, min_size=1, max_words=30, colors = RColorBrewer::brewer.pal(8, "Dark2"))
#dev.off()

textplot_wordcloud(eike_klima, min_size=1, max_words=30, colors = RColorBrewer::brewer.pal(8, "Dark2"))

```
```{r}
#jpeg("klimarep_top50.jpeg", width=600, height=600)
textplot_wordcloud(klimarep_dfm, min_size=1, max_words=30, colors = RColorBrewer::brewer.pal(8, "Dark2"))
#dev.off()

textplot_wordcloud(klimarep_klima, min_size=1, max_words=30, colors = RColorBrewer::brewer.pal(8, "Dark2"))
```
#### Word Frequencies (different approach)
```{r}
fff_freqs <- textstat_frequency(fff_dfm)
fff_freqs
```
```{r}
eike_freqs <- textstat_frequency(eike_dfm)
eike_freqs
```
### Collocations
Inspect words that co-occur:
```{r}
fff_coll <- textstat_collocations(fff_corpus, min_count=3)
arrange(fff_coll, desc(count))
```

```{r}
arrange(fff_coll, desc(lambda))
```
Lambda describes the probability that those two terms follow each other. This is not the same as the absolute frequency which does not regard the occurrence of a term with others. 
```{r}
klimarep_coll <- textstat_collocations(klimarep_corpus, min_count=3)
arrange(klimarep_coll, desc(count))

write.csv(klimarep_coll, "klimarep_coll.csv")
```


```{r}
col <- tokens(klimarep_corpus) %>%
  tokens_select(pattern = "^[A-Z]", valuetype = "regex", case_insensitive = TRUE, padding = TRUE) %>% 
  textstat_collocations(min_count = 5, tolower = FALSE)

col
```


```{r}
#eike_coll <- textstat_collocations(eike_corpus, min_count=3)
#arrange(eike_coll, desc(count))
```
### Word Similarity
```{r}
corpus_sents <- corpus_reshape(fff_corpus, to="sentences")
fff_dfm_sents <- dfm(corpus_sents, remove_numbers=TRUE, remove_punct=TRUE, remove_symbols=TRUE, remove=stopwords("english"))
fff_dfm_sents <- dfm_trim(fff_dfm_sents, min_docfreq=5)
similarities <- textstat_simil(fff_dfm_sents, fff_dfm_sents[,"climate"], margin ="features", method="cosine")
head(similarities[order(similarities[,1], decreasing=T),],10)
```
### Word Distance

```{r}
distance <- textstat_dist(fff_dfm_sents, fff_dfm_sents[,"climate"], margin = "features", method = "euclidean")
head(distance[order(distance[,1], decreasing = T),], 10)
```

### Topic Models 

```{r}
quant_dfm <- dfm_trim(eike_dfm, min_termfreq = 3, max_docfreq = 10)
quant_dfm
```

```{r}
set.seed(100)
if (require(stm)) {
  my_lda_fit20 <- stm(quant_dfm, K =10, verbose = FALSE)
  plot(my_lda_fit20)
}

```
### Sentiment Analysis

```{r}
pos_words.bl <- read.delim(file.choose())
neg_words.bl <- read.delim(file.choose())
```
```{r}
sentiment_lexicon <- dictionary(list(positive=pos_words.bl, negative=neg_words.bl))
str(sentiment_lexicon)
```
```{r}
fff_sentiment <- dfm(fff_corpus, dictionary = sentiment_lexicon)
fff_sentiment
```

#### Combined Corpora (german)

```{r}
de_corpus <- eike_corpus + klimarep_corpus
#summary(de_corpus)
de_dfm <- dfm(de_corpus, remove_numbers = TRUE, remove_punct=TRUE, remove=de_stopwords)
```

```{r}
#to get frequencies
de_freqs <- textstat_frequency(dfm_weight(de_dfm, scheme="prop"), groups=origin)
de_freqs
```

```{r}
#to get klima words
de_klima <- dfm_select(de_dfm, pattern ="klima*")
de_relfreq <- dfm_weight(de_klima, scheme="prop")
de_freqs <- textstat_frequency(de_relfreq, groups=origin)
```




```{r}
de_freqs
```
```{r}
#plotting 
freqs.eike <- filter(de_freqs, group == "EIKE") %>% as.data.frame() %>% select(feature, frequency)
freqs.kr <- filter(de_freqs, group == "Klimareporter") %>% as.data.frame() %>% select(feature, frequency)
freqs <- left_join(freqs.eike, freqs.kr, by = "feature") %>% head(25) %>% arrange(frequency.x) %>% mutate(feature = factor(feature, feature))
ggplot(freqs) +
  geom_segment(aes(x=feature, xend=feature, y=frequency.x, yend=frequency.y), color="grey") +
  geom_point(aes(x=feature, y=frequency.x), color = "red", size = 3 ) +
  geom_point(aes(x=feature, y=frequency.y), color = "lightblue", size = 3 ) +
  ggtitle("Word Frquencies") + 
  xlab("") + ylab("Wortfrequenz") + 
  coord_flip()
```

```{r}
de_klima <- dfm_select(de_dfm, pattern="klima*")
de_freqs <- textstat_frequency(de_klima, groups=origin)


```
```{r}
freqs.eike <- filter(de_freqs, group=="EIKE") %>% as.data.frame() %>% select(features, frequency)

freqs.kr <- filter(de_freqs, group="Klimareporter") %>% as.data.frame() %>% select(features, frequency)

freqs <- left_join(freqs.eike, freqs.kr, by="feature") %>% head(25) %>% arrange(frequency.x) %>% mutate(feature=factor(feature,feature))

ggplots(freqs) +
  geom_segment(aes(x=feature, xend=feature, y=frequency.x, yend=frequency.y), color="grey") +
  geom_point(aes(x=feature, y=frequency.x), color = "red", size = 3 ) +
  geom_point(aes(x=feature, y=frequency.y), color = "lightblue", size = 3 ) +
  ggtitle("Word Frequencies") +
  xlab("") + ylab("Wortfrequenz") +
  coord_flip()

```





